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ZGainsforth/BackgroundSubtractBrukerSpectra.ipynb

Created August 12, 2021 22:36
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Subtract the elements from one Bruker quant from another after normalizing one element. Useful for getting the composition of an inclusion or one phase out of a mixed phase where the other phase is known.
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BackgroundSubtractBrukerSpectra.ipynb
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"Populating the interactive namespace from numpy and matplotlib\n"
]
}
],
"source": [
"%pylab inline\n",
"import pandas as pd\n",
"%config InlineBackend.figure_format = 'retina'\n",
"from IPython.display import display"
]
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"def SubtractTwoSpectra(phasefile = None, backgroundfile = None, normelement='Si'):\n",
" # First read in the raw spectra.\n",
" phase = pd.read_csv(phasefile, skiprows=[0,1,3,4], skipfooter=2, delim_whitespace=True)\n",
" phase.set_index('El', inplace=True)\n",
" background = pd.read_csv(backgroundfile, skiprows=[0,1,3,4], skipfooter=2, delim_whitespace=True)\n",
" background.set_index('El', inplace=True)\n",
" \n",
" # Expand their indices to include all elements.\n",
" FullEl = phase.merge(background, left_index=True, right_index=True, how='outer')\n",
" FullEl.sort_values('AN_x', inplace=True)\n",
" phase = phase.reindex(FullEl.index.values).fillna(value=0)\n",
" background = background.reindex(FullEl.index.values).fillna(value=0)\n",
"\n",
" # Produce statistical error values.\n",
" phase['Sigma'] = np.sqrt(phase['Net'])\n",
" background['Sigma'] = np.sqrt(background['Net'])\n",
"\n",
" # Show the new raw data.\n",
" display(phase[['AN', 'Net', 'Sigma']])\n",
" display(background[['AN', 'Net', 'Sigma']])\n",
"\n",
" # Visualize the compositions\n",
" ax = phase['Net'].plot(label='phase', legend=True, xticks=range(len(phase.index.values)))\n",
" ax.set_xticklabels(phase.index.values)\n",
" background['Net'].plot(label='background', legend=True, xticks=range(len(background.index.values)))\n",
" \n",
" # Normalize to silicon\n",
" phasenorm = phase['Net'][normelement]\n",
" phase['Net'] /= phasenorm\n",
" backgroundnorm = background['Net'][normelement]\n",
" background['Net'] /= backgroundnorm\n",
" print(phasenorm, backgroundnorm)\n",
"\n",
" plt.figure()\n",
" phase_nobkg = phase.copy()\n",
" phase_nobkg['Sigma'] = phase_nobkg['Sigma'] + background['Sigma']\n",
" phase_nobkg['Net'] = (phase_nobkg['Net'] - background['Net'])*phasenorm\n",
" print('Phase-background:')\n",
" display(phase_nobkg[['AN', 'Net', 'Sigma']])\n",
" phase_nobkg.to_csv(phasefile+' minus '+backgroundfile)\n",
"\n",
" #print(phase_nobkg.index.tolist())\n",
" ax = phase_nobkg.plot(y='Net', label='phase-nobkg', legend=True, xticks=range(len(phase_nobkg.index.values)), logy=True)\n",
" ax.set_xticklabels(phase_nobkg.index.values)\n",
" phase_nobkg.plot(y='Sigma', label='1sigma', ax=ax)"
]
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"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:3: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
" This is separate from the ipykernel package so we can avoid doing imports until\n",
"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:5: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
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" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>AN</th>\n",
" <th>Net</th>\n",
" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
" <th></th>\n",
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" <tbody>\n",
" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>149727.0</td>\n",
" <td>386.945733</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>413654.0</td>\n",
" <td>643.159389</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>183762.0</td>\n",
" <td>428.674702</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>3193.0</td>\n",
" <td>56.506637</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>353675.0</td>\n",
" <td>594.705810</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>16.0</td>\n",
" <td>2732062.0</td>\n",
" <td>1652.895036</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>3467.0</td>\n",
" <td>58.881236</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>4754.0</td>\n",
" <td>68.949257</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>9870.0</td>\n",
" <td>99.347874</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>3075609.0</td>\n",
" <td>1753.741429</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>28.0</td>\n",
" <td>14881.0</td>\n",
" <td>121.987704</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>480978.0</td>\n",
" <td>693.525775</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
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"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 149727.0 386.945733\n",
"O 8.0 413654.0 643.159389\n",
"Mg 12.0 183762.0 428.674702\n",
"Al 13.0 3193.0 56.506637\n",
"Si 14.0 353675.0 594.705810\n",
"S 16.0 2732062.0 1652.895036\n",
"Ca 20.0 3467.0 58.881236\n",
"Cr 24.0 4754.0 68.949257\n",
"Mn 25.0 9870.0 99.347874\n",
"Fe 26.0 3075609.0 1753.741429\n",
"Ni 28.0 14881.0 121.987704\n",
"Cu 29.0 480978.0 693.525775\n",
"Cl 0.0 0.0 0.000000\n",
"Co 0.0 0.0 0.000000\n",
"K 0.0 0.0 0.000000\n",
"Na 0.0 0.0 0.000000\n",
"Sn 0.0 0.0 0.000000\n",
"Ti 0.0 0.0 0.000000\n",
"V 0.0 0.0 0.000000"
]
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" <th></th>\n",
" <th>AN</th>\n",
" <th>Net</th>\n",
" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
" <th></th>\n",
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" <tbody>\n",
" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>171880.0</td>\n",
" <td>414.584129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>33701582.0</td>\n",
" <td>5805.306366</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>21680406.0</td>\n",
" <td>4656.222289</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>562934.0</td>\n",
" <td>750.289278</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>25937830.0</td>\n",
" <td>5092.919595</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>316920.0</td>\n",
" <td>562.956481</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>255696.0</td>\n",
" <td>505.663920</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>134357.0</td>\n",
" <td>366.547405</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>800567.0</td>\n",
" <td>894.744097</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>2607619.0</td>\n",
" <td>1614.812373</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>17.0</td>\n",
" <td>26073.0</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>60753.0</td>\n",
" <td>246.481237</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>21996.0</td>\n",
" <td>148.310485</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>11.0</td>\n",
" <td>482404.0</td>\n",
" <td>694.553094</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>50.0</td>\n",
" <td>32486.0</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>22.0</td>\n",
" <td>32118.0</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>23.0</td>\n",
" <td>14326.0</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 171880.0 414.584129\n",
"O 8.0 33701582.0 5805.306366\n",
"Mg 12.0 21680406.0 4656.222289\n",
"Al 13.0 562934.0 750.289278\n",
"Si 14.0 25937830.0 5092.919595\n",
"S 0.0 0.0 0.000000\n",
"Ca 20.0 316920.0 562.956481\n",
"Cr 24.0 255696.0 505.663920\n",
"Mn 25.0 134357.0 366.547405\n",
"Fe 26.0 800567.0 894.744097\n",
"Ni 0.0 0.0 0.000000\n",
"Cu 29.0 2607619.0 1614.812373\n",
"Cl 17.0 26073.0 161.471360\n",
"Co 27.0 60753.0 246.481237\n",
"K 19.0 21996.0 148.310485\n",
"Na 11.0 482404.0 694.553094\n",
"Sn 50.0 32486.0 180.238731\n",
"Ti 22.0 32118.0 179.214955\n",
"V 23.0 14326.0 119.691270"
]
},
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"text": [
"353675.0 25937830.0\n",
"Phase-background:\n"
]
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" <th>AN</th>\n",
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" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
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" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>1.473833e+05</td>\n",
" <td>801.529862</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>-4.588356e+04</td>\n",
" <td>6448.465755</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>-1.118609e+05</td>\n",
" <td>5084.896990</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>-4.482880e+03</td>\n",
" <td>806.795914</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>0.000000e+00</td>\n",
" <td>5687.625405</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>16.0</td>\n",
" <td>2.732062e+06</td>\n",
" <td>1652.895036</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>-8.543592e+02</td>\n",
" <td>621.837718</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>1.267460e+03</td>\n",
" <td>574.613177</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>8.037977e+03</td>\n",
" <td>465.895279</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>3.064693e+06</td>\n",
" <td>2648.485527</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>28.0</td>\n",
" <td>1.488100e+04</td>\n",
" <td>121.987704</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>4.454218e+05</td>\n",
" <td>2308.338148</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>0.0</td>\n",
" <td>-3.555181e+02</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>0.0</td>\n",
" <td>-8.283969e+02</td>\n",
" <td>246.481237</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>0.0</td>\n",
" <td>-2.999262e+02</td>\n",
" <td>148.310485</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>0.0</td>\n",
" <td>-6.577815e+03</td>\n",
" <td>694.553094</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>0.0</td>\n",
" <td>-4.429625e+02</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>0.0</td>\n",
" <td>-4.379446e+02</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>0.0</td>\n",
" <td>-1.953420e+02</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
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],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 1.473833e+05 801.529862\n",
"O 8.0 -4.588356e+04 6448.465755\n",
"Mg 12.0 -1.118609e+05 5084.896990\n",
"Al 13.0 -4.482880e+03 806.795914\n",
"Si 14.0 0.000000e+00 5687.625405\n",
"S 16.0 2.732062e+06 1652.895036\n",
"Ca 20.0 -8.543592e+02 621.837718\n",
"Cr 24.0 1.267460e+03 574.613177\n",
"Mn 25.0 8.037977e+03 465.895279\n",
"Fe 26.0 3.064693e+06 2648.485527\n",
"Ni 28.0 1.488100e+04 121.987704\n",
"Cu 29.0 4.454218e+05 2308.338148\n",
"Cl 0.0 -3.555181e+02 161.471360\n",
"Co 0.0 -8.283969e+02 246.481237\n",
"K 0.0 -2.999262e+02 148.310485\n",
"Na 0.0 -6.577815e+03 694.553094\n",
"Sn 0.0 -4.429625e+02 180.238731\n",
"Ti 0.0 -4.379446e+02 179.214955\n",
"V 0.0 -1.953420e+02 119.691270"
]
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 272,
"width": 372
},
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 261,
"width": 374
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"SubtractTwoSpectra(phasefile = 'Troilite Bruker Quant.txt', backgroundfile = 'OPX1 Bruker Quant.txt', normelement='Si')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:3: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
" This is separate from the ipykernel package so we can avoid doing imports until\n",
"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:5: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
" \"\"\"\n"
]
},
{
"data": {
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" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>AN</th>\n",
" <th>Net</th>\n",
" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
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" <tbody>\n",
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" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>13.0</td>\n",
" <td>3.605551</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>122276.0</td>\n",
" <td>349.679854</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>11.0</td>\n",
" <td>4298.0</td>\n",
" <td>65.559134</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>57739.0</td>\n",
" <td>240.289409</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>2365.0</td>\n",
" <td>48.631266</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>93395.0</td>\n",
" <td>305.605955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>16.0</td>\n",
" <td>59865.0</td>\n",
" <td>244.673252</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>1283.0</td>\n",
" <td>35.818989</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>5734.0</td>\n",
" <td>75.723180</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>1166.0</td>\n",
" <td>34.146742</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>847.0</td>\n",
" <td>29.103264</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>52719.0</td>\n",
" <td>229.606185</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>1704.0</td>\n",
" <td>41.279535</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>28.0</td>\n",
" <td>38457.0</td>\n",
" <td>196.104564</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>24379.0</td>\n",
" <td>156.137760</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 13.0 3.605551\n",
"O 8.0 122276.0 349.679854\n",
"Na 11.0 4298.0 65.559134\n",
"Mg 12.0 57739.0 240.289409\n",
"Al 13.0 2365.0 48.631266\n",
"Si 14.0 93395.0 305.605955\n",
"S 16.0 59865.0 244.673252\n",
"K 19.0 1283.0 35.818989\n",
"Ca 20.0 5734.0 75.723180\n",
"Cr 24.0 1166.0 34.146742\n",
"Mn 25.0 847.0 29.103264\n",
"Fe 26.0 52719.0 229.606185\n",
"Co 27.0 1704.0 41.279535\n",
"Ni 28.0 38457.0 196.104564\n",
"Cu 29.0 24379.0 156.137760\n",
"Cl 0.0 0.0 0.000000\n",
"Sn 0.0 0.0 0.000000\n",
"Ti 0.0 0.0 0.000000\n",
"V 0.0 0.0 0.000000"
]
},
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" <th></th>\n",
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" <th>Net</th>\n",
" <th>Sigma</th>\n",
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" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
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" <tbody>\n",
" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>171880.0</td>\n",
" <td>414.584129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>33701582.0</td>\n",
" <td>5805.306366</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>11.0</td>\n",
" <td>482404.0</td>\n",
" <td>694.553094</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>21680406.0</td>\n",
" <td>4656.222289</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>562934.0</td>\n",
" <td>750.289278</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>25937830.0</td>\n",
" <td>5092.919595</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>21996.0</td>\n",
" <td>148.310485</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>316920.0</td>\n",
" <td>562.956481</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>255696.0</td>\n",
" <td>505.663920</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>134357.0</td>\n",
" <td>366.547405</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>800567.0</td>\n",
" <td>894.744097</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>60753.0</td>\n",
" <td>246.481237</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>2607619.0</td>\n",
" <td>1614.812373</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>17.0</td>\n",
" <td>26073.0</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>50.0</td>\n",
" <td>32486.0</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>22.0</td>\n",
" <td>32118.0</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>23.0</td>\n",
" <td>14326.0</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 171880.0 414.584129\n",
"O 8.0 33701582.0 5805.306366\n",
"Na 11.0 482404.0 694.553094\n",
"Mg 12.0 21680406.0 4656.222289\n",
"Al 13.0 562934.0 750.289278\n",
"Si 14.0 25937830.0 5092.919595\n",
"S 0.0 0.0 0.000000\n",
"K 19.0 21996.0 148.310485\n",
"Ca 20.0 316920.0 562.956481\n",
"Cr 24.0 255696.0 505.663920\n",
"Mn 25.0 134357.0 366.547405\n",
"Fe 26.0 800567.0 894.744097\n",
"Co 27.0 60753.0 246.481237\n",
"Ni 0.0 0.0 0.000000\n",
"Cu 29.0 2607619.0 1614.812373\n",
"Cl 17.0 26073.0 161.471360\n",
"Sn 50.0 32486.0 180.238731\n",
"Ti 22.0 32118.0 179.214955\n",
"V 23.0 14326.0 119.691270"
]
},
"metadata": {},
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{
"name": "stdout",
"output_type": "stream",
"text": [
"93395.0 25937830.0\n",
"Phase-background:\n"
]
},
{
"data": {
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" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>AN</th>\n",
" <th>Net</th>\n",
" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>-605.892660</td>\n",
" <td>418.189680</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>925.861963</td>\n",
" <td>6154.986219</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>11.0</td>\n",
" <td>2560.995726</td>\n",
" <td>760.112227</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>-20326.185807</td>\n",
" <td>4896.511697</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>338.029319</td>\n",
" <td>798.920543</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>0.000000</td>\n",
" <td>5398.525550</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>16.0</td>\n",
" <td>59865.000000</td>\n",
" <td>244.673252</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>1203.798447</td>\n",
" <td>184.129475</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>4592.858147</td>\n",
" <td>638.679662</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>245.308951</td>\n",
" <td>539.810662</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>363.217355</td>\n",
" <td>395.650669</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>49836.378171</td>\n",
" <td>1124.350282</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>1485.245138</td>\n",
" <td>287.760771</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>28.0</td>\n",
" <td>38457.000000</td>\n",
" <td>196.104564</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>14989.680365</td>\n",
" <td>1770.950133</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>0.0</td>\n",
" <td>-93.881710</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>0.0</td>\n",
" <td>-116.973161</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>0.0</td>\n",
" <td>-115.648094</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>0.0</td>\n",
" <td>-51.583990</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 -605.892660 418.189680\n",
"O 8.0 925.861963 6154.986219\n",
"Na 11.0 2560.995726 760.112227\n",
"Mg 12.0 -20326.185807 4896.511697\n",
"Al 13.0 338.029319 798.920543\n",
"Si 14.0 0.000000 5398.525550\n",
"S 16.0 59865.000000 244.673252\n",
"K 19.0 1203.798447 184.129475\n",
"Ca 20.0 4592.858147 638.679662\n",
"Cr 24.0 245.308951 539.810662\n",
"Mn 25.0 363.217355 395.650669\n",
"Fe 26.0 49836.378171 1124.350282\n",
"Co 27.0 1485.245138 287.760771\n",
"Ni 28.0 38457.000000 196.104564\n",
"Cu 29.0 14989.680365 1770.950133\n",
"Cl 0.0 -93.881710 161.471360\n",
"Sn 0.0 -116.973161 180.238731\n",
"Ti 0.0 -115.648094 179.214955\n",
"V 0.0 -51.583990 119.691270"
]
},
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U7aHHW0hh28ZoxiMiIlJFFi5cOKaloUgxlEGvBcEAfc5rAvtVgy4iIiISNwrQa0EwEE8L0FXiIiIiIhI3CtBrQVoGfa/s+0VEREQkFhSgV7vkCPRuSt3fbnFqWyUuIiIiIrGjAL3a9W0Bm3TbzTNg+rzUYz2aJCoiIiISNwrQq12wjGXKdu7D1/sqJJPlH5OIiIiI5KQAvdplBuj1jdDc5u7bpMuwi4iIiEhsKECvdmkB+mzvdrvsj4uIiIhI5BSgV7vgRFA/ME8L0FWHLiIiIhInCtCrXWaJC6Qy6ZmPi4iIyKR1dHRgjOH888+PeigAGGM46qijoh5GRTnqqKMwxkQ9jFEK0Ktd1hKXOYHH1WpRREREJE4UoFe7CUtclEEXERERiRMF6NVOJS4iIiIiFUUBerXLGqAHMug9CtBFRETC8swzz3DqqafS3t7OlClTOPzww7nvvvvSjuns7OSKK67gmGOOYccdd6SxsZHtttuOk08+mT/96U/jnvu9730vCxcupKmpiTlz5vCGN7yBq6++Oq+xXXHFFSQSCQ477DA2b96cNp6LL76YHXfckebmZhYvXsw3v/lNXnjhhay19eeffz7GGF544QWuvPJKXv/619PS0pJW9/7cc89x7rnnMn/+fBobG5k3bx7nnnsuzz333Jhx+efr6OgY89gDDzyAMYalS5em7fdrxoeHh/nqV7/K7rvvTlNTEwsWLODTn/40g4ODWb8Gt912G/vvvz8tLS3MmTOHc845h5deeimvr1851Uc9ACmxtBIXL3M+NViDrgBdREQkDKtWreKQQw7hta99LR/60IdYv349P/3pTznhhBO49dZbecc73gHA008/zec//3mOOOIITjrpJGbOnMmaNWv41a9+xW9+8xt+/etfc/zxx6ed++677+aMM85gYGCA448/nne9611s3bqVv/3tb/zXf/0X/+///b+c40omk1x88cVceeWVnHbaadx66600NzcD0N/fzzHHHMPKlSvZb7/9OPvss+ns7OQrX/kKDz/88Lif70UXXcTDDz/MSSedxIknnkhdXR0Ajz76KG9605vo7u7m5JNP5jWveQ3PPPMMt9xyC3fddRf3338/BxxwQDFf6lFnnXUWDz/8MCeccALTp0/nnnvu4b/+67/YuHEj119/fdqx3/rWt/jEJz7BjBkzOPfcc5kxYwb33nsvhx56KG1tbaGMJzTW2pr5AFYsWbLE1ozBPmu/NN19XNpu7ciI2//Ks6n9394n0iGKiEhleuqpp+xTTz0V9TBiYdWqVRawgL3kkkvSHnv00UdtfX29nTFjhu3s7LTWWrt161b7yiuvjDnP2rVr7Q477GAXL16ctv+VV16x06dPtw0NDfaBBx7I+rwgwB555JHWWmv7+vrs2972NgvYj3zkI3bEjwU8l112mQXsO9/5TptMJkf3r1mzxs6ePdsC9rzzzkt7znnnnWcBO2/ePPvCCy+kPZZMJu3ixYstYG+++ea0x2677TYL2D333DNtHP75Vq1aNeZzW7ZsmQXsl770pbT9Rx55pAXskiVL7KZNm0b39/T02F133dUmEgm7fv360f2rVq2yjY2NdubMmWnXGRkZGf36uLB4Yvn+7C9ZssQCK2wBMasy6NWsN5A9b50NCa+iKa0GXV1cRESkBJbGLCM5nqWdoZymra2NL37xi2n7DjjgAM4++2xuvPFG7rjjDs4777yc2dodd9yR008/nSuvvJI1a9aw0047AXDjjTfS1dXFxz72MY488sisz8tm8+bNnHzyySxfvpzLL7+cT3/602OOufHGG0kkEnzta19LazO4YMECLr74Yr7whS/k/Hw/9alPsWjRorR9y5cv55lnnuGQQw7h7LPPTnvsHe94B1dddRWPPPIIjzzyCEcccUTOc+fr61//Ou3t7aP3p0yZwtlnn81ll13GY489xlve8hYAbrnlFgYHB/nMZz7DwoULR49PJBJcccUV3HnnnSSTyaLHExbVoFezbPXnAM0zIOH9bzbYDUN9ZR2WiIhINVqyZAnTpk0bs9+vzX788cdH9/3hD3/gzDPPZMGCBTQ1NWGMwRjDlVdeCcCLL744eqxfl37CCSfkPZaXX36Zww47jEcffZSbbropa3De1dXF888/z/z589OCVt/hhx8+7jUOPPDAMftWrlwJwDHHHJP1Of7+4NeiGNlKZRYsWADAli1bxowr2z84u+yyy+hz4kIZ9GqWrf4cwBgXsHev9457BWbsVN6xiYiIVJntt98+6/65c+cCbjImwB133MHpp59Oc3Mzb37zm9l1112ZMmUKiUSCBx54gAcffJCBgYHR52/duhWA+fPn5z2WDRs20NXVxY477sgb3vCGrMd0dXWNO+5c+zM/ryD/c9xhhx2yPsff739OxZoxY8aYffX1LrwdGRkZM67xvkerV68OZUxhCCVAN8Z8HTgA2AOYDfQBq4E7gaustZsmca4dgcuA44FZwHrvPJdaa7eM81TJlCuD7t9XgC4iIqUSUtlIJXn55Zez7t+wYQPAaGnLf/zHf9DY2Mhjjz3GXnvtlXbshz70IR588MG0fX4Q+uKLL/K6170ur7Hss88+vP/97+f888/niCOO4Pe//z277LJL2jHTp08fd9y59vuyrbzpf47+55xp/fr1aceBKzMBGB4eHnN8WIG8f72XX36Zvffee8zjucYblbBKXD4OTAF+C3wHuAUYBpYCfzfG5PW+gTFmV2AF8B7gL8C3gBeAi4A/GmNmhTTe2hAM0IOdWyBjsSLVoYuIiBRr5cqVdHd3j9n/wAMPALDffvsB8K9//YvXvOY1Y4LzZDLJI488Mub5Bx98MAC/+c1vJjWed7/73dx222289NJLHHHEETz77LNpj0+fPp1ddtmFF198MWuLw2xjmYj/OfqfcyZ//5IlS0b3zZw5E4C1a9eOOf6xxx6b9Biy8a+X+c8PwAsvvJD12lEKK0Cfbq092Fr7XmvtZ6y1H7XW/hvwVWAe8Nk8z/N9YA7wMWvtqd65jsEF6nsCXwlpvLUhLYM+O/0xrSYqIiISqs7OTi677LK0fY899hi33HILbW1tnHbaaQAsXLiQ5557Lq3/trWWSy+9lKeeemrMec877zymT5/O1VdfzUMPPTTm8XXr1uUc0+mnn84vfvELXn31VY488kiefPLJtMfPPfdckskkn/3sZ/2Od4ALlr/97W/n9XkHHXbYYey555488sgj/PznP0977Oc//zkPPfQQe+yxR1p9u1/L/oMf/CDt+H/84x985zvfmfQYsjn77LNpaGjgyiuvTPtnJJlM8u///u+xmiAKIZW4WGv7czx0O/A5YPeJzmGM2QU4FugAvpfx8JeADwLnGGM+aa3dVvhoa0haDXpmiUsgYO/ZWJ7xiIiIVLEjjjiC6667jj//+c8cdthho33Qk8kk11577WhJycc//nEuuOAC9ttvP97+9rfT0NDAH/7wB5566ine+ta38utf/zrtvLNnz+bWW2/l9NNP5+ijj+aEE07g9a9/PV1dXfz9739n7dq1rFq1Kue43vrWt3LXXXdx2mmncdRRR/G73/2OffbZB3CdWO68805uu+02/vnPf3LsscfS2dnJ7bffzhFHHMGdd945WoKSD2MMN954I29+85t5xzvewSmnnMLixYv55z//yZ133sm0adP48Y9/nHbOU045hd13352f/OQnrFu3joMOOog1a9Zw1113ccopp3D77bdP5tuQ1cKFC7n88sv55Cc/yX777cc73vEO2trauPfee9m6dSuvf/3r+fvf/170dcJS6i4ub/Vu8/mM/em+91lr0/6NsdZ2A38AWoGDwxtelRuvBj1tsSKVuIiIiBRr0aJFLF++nJkzZ3LNNddw++23s2TJEu65557RRYrA1Zlff/317LDDDtx4443ccsstLFiwgD//+c9ppR9BJ510Eo899hhnn302jz/+ON/4xjf42c9+hjGGz3524kKF4447jnvuuYf+/n6OPvpoHn30UQBaWlpYtmwZH/3oR9mwYQPf+ta3WLZsGZ/73OdGz+v/Y5Gvgw46iEcffZSzzjqLP/7xj1xxxRUsX76cd73rXTz66KMcdNBBacc3Nzdz//33c+aZZ/LEE09w1VVX8cILL3DrrbeOuwDTZH3iE5/g1ltvZdGiRdxwww386Ec/4rWvfe3o9yxOTPDtjKJPZswlwFSgDTdp9HBccP4ma+24dRTGmCuAS4BLrLX/neXxq4APAxdaa8dd09YYsyLHQ4uXLFnSumJFroerzLVHwPq/ue0P/B7m75967K+3wp3eD/3rzoS3/2Ds80VERHJ4+umnAcbUUUv1+MEPfsAHP/hBrrnmGj70oQ9FPZzYyPdnf//992flypUrrbX7j3tgFmG3WbwECPav+T/g/ImCc48/nTfXtG9//4zChlaDxi1xUQ26iIiIwEsvvcS8efPS9q1du5Yvf/nL1NfXjy72I+UTaoBurZ0LYIzZHjgUuBx43BjzFmvtyiJP7/fymTDln+s/FS+znv29o2pjbXrg3Zo5SVSriYqIiAi8/e1vZ2hoiP33358ZM2bQ0dHB//7v/9Lb28vXvva1SfVfl3CUZKEia+3LwB3GmJXAs8CPgddO8DQ/Q55rbeDpGcfJeAa6YGTQbTdOhcbW9MfTMuiaJCoiIlKrzjnnHG666SZ+8Ytf0NnZydSpUznooIP4yEc+wtve9raoh1eTSrqSqLV2tTHmKWBfY8xsa+14qdp/erd75Hjc7wTzbI7HJSjXKqKj+zL6oCeTMIlZ2iIiIlIdLrzwQi688MKohyEB5YjI/KKmkXGPgmXe7bHGmLRxGWOmAYfhVij9U7jDq1LjdXABqG+CJu/NCjsC/VvLMiwRERERGV/RAboxZrExZm6W/QljzFdwCw8tt9Zu8fY3eM/ZNXi8tfZ54D5gIa5bS9CluJVKf6we6HmaKECHjDp0TRQVERERiYMwSlyOB64wxjwEPA9swnVyORLYBdgAfCBw/HzgaWA1LhgPuhBYDnzXGPNG77iDgKNxpS2fD2G8tWG8VURH928Hm5932z0bYbs9Sz8uERERkQoVZnvy8YQRoP8O+B9cCco+uDaI23AB9U3Ad621m/M5kbX2eWPMAcBluMD/RGA98F3g0nzPI4zfYnF0vzLoIiJSGGMM1lqSyeSkVpoUqWR+gG6MmeDI4hQdoFtrn2BsScp4x3eQapmY7fG1wHuKHVfNy6fERauJiohIgZqamujv72fbtm1MmzYt6uGIlMW2ba7SuqmpqaTX0b+81SqvGnQtViQiIoXxg/INGzbQ3d1NMpks29v/IuXkv1PU3d3Nhg0bAEr+T2lJ2yxKhCZqswgK0EVEpGDt7e1s27aN3t5e1q1bF/VwRMqmtbWV9vb2kl5DAXq1UhcXEREpoUQiwYIFC9i8eTPd3d0MDAwogy5VyxhDU1MT06ZNo729veTzLhSgV6u8AvRgDboCdBERmZxEIsHs2bOZPTvHO7UiUhDVoFejkWHo9RveGGjJ8TaMSlxEREREYkcBejXq2wx4bzO2tkNdjjdK0kpc1MVFREREJA4UoFejfMpbAJpnQMIL3ge6YKi/pMMSERERkYkpQK9G+QboiQS0aqKoiIiISJwoQK9G+bRY9E1VHbqIiIhInChAr0b5ZtAzH1cduoiIiEjkFKBXo4IDdGXQRURERKKmAL0apQXoE5S4pAXoG0szHhERERHJmwL0apRWgz5RBl2tFkVERETiRAF6NZpUiYtWExURERGJEwXo1Ug16CIiIiIVSwF6NZpMm8Up6oMuIiIiEicK0KvNYC8M9rjtukZomj7+8cEMeo8CdBEREZGoKUCvNr0ZE0SNGf/4YIDe+yokk6UZl4iIiIjkRQF6tZlMi0WAhuZUlj05DP1bSzIsEREREcmPAvRqM5kWi6PHqdWiiIiISFwoQK82k+ngku04TRQVERERiZQC9Goz2RIX0GqiIiIiIjGiAL3aFFTiEgzQVeIiIiIiEiUF6NVGJS4iIiIiFU0BerVRgC4iIiJS0RSgV5uCatADx/WoBl1EREQkSgrQq00hNehT52R/voiIiIiUnQL0amJtega9tZAuLipxEREREYmSAvRq0r/VrQYKbnXQhub8nqcuLiIiIiKxoQC9mqSVt+SZPQdongGmzm0PdMLwQKjDEhEREZH8KUCvJoV0cAFIJNIDepW5iIiIiERGAXo1KTRAB5gSnCiqAF1EREQkKgrQq0khLRazHa86dBEREZHIKECvJoW0WMx2vDLoIiIiIpFRgF5NiipxCRyvxYpEREREIqMAvZqEVuKiDLqIiIhIVBSgV5NiSly0mqiIiIhILChAryZhlbgog157nvsdfO8guPfzUY9ERESk5ilAryZFBegqcalpv/8yvPIM/PEqePW5qEcjIiJS0xSgV4uRIejb4rZNAlpmTu75yqDXts0vBLZXRTcOERERUYBeNYJ1462zIFE3uednBujWhjMuib/+LhjoSt3vWhfdWEREREQBetUoprwFoKEFGqe57eQw9G8NZVhSAbpezLj/UjTjEBEREUABevUopsVituepk0vt6Hxx/PsiIiJSVgrQq0UxLRazPU916LUjs6QlM6MuIiIiZVV0gG6MmWWMeb8x5g5jzL+MMX3GmE5jzCPGmPcZY/K+hjGmwxhjc3xsKHasVa3YEpfM52k10drRmRmgq8RFREQkSvUhnOMM4GpgPbAMWANsD7wNuA44wRhzhrV5zzrsBL6dZX9P8UOtYmGUuExVBr0mZZa0dL3oJgkbE814REREalwYAfqzwMnA3dbapL/TGPM54C/A23HB+i/yPN9Wa+3SEMZVW0IvcVENes3ILHEZ6nWThCfbqlNERERCUXSJi7X299baXweDc2//BuAa7+5RxV5HJhB2iYsy6LUj26RQTRQVERGJTBgZ9PEMebfDk3hOkzHm3cBOwDbg78BD1tqRsAdXVUIJ0INdXFSDXhOszT4ptOslmPva8o9HREREShegG2PqgXO9u/83iafOBW7K2LfKGPMea+2DeV57RY6HFk9iHJUlrcSl0DaLKnGpOb2bYbh/7H4tViQiIhKZUrZZvBx4LXCPtfbePJ9zPfBGXJA+BXgdcC2wEPiNMWafEoyz8lkbUgZ9TmpbJS61IVcgrk4uIiIikSlJBt0Y8zHgk8AzwDn5Ps9ae2nGrieAC4wxPd75lgKn5XGe/XOMawWwJN/xVIzBbTDc57brm6FxamHnUQ167clVa64adBERkciEnkE3xnwY+A7wFHC0tXZzCKf1J5seEcK5qk9m9rzQ9ngtM8FvW9/fCcODxY9N4i1Yfz59fvb9IiIiUlahBujGmIuBq3CZ76O9Ti5h8GcsTgnpfNUljPpzgEQCWoMTRZVFr3rBRYoWHJjaVoAuIiISmdACdGPMp4FvAX/FBedhtgE5xLt9IcRzVo8w6s99U1WHXlOCgfiOwQD9JTe3QURERMoulADdGPMfuEmhK4A3WmtztgAxxjQYYxYbY3bN2L+3MaY9y/E747LyADeHMd6qE2aAntZqUZ1cql6w1nz710CD9yaVv1iRiIiIlF3Rk0SNMecBlwEjwMPAx8zYGugOa+0N3vZ84GlgNa47i+8M4DPGmGXAKqAb2BU4CWgG7gG+Uex4q1JagF5EiQtoomitCZa4TN8R2ubDq896j72o1URFREQiEEYXl0XebR1wcY5jHgRumOA8y4A9gf1wJS1TgK3AI7i+6DdZq/fcs0qrQS82g64AvWYkR6A70E5x+jz34QfoWqxIREQkEkUH6Nbapbj2h/ke3wGMSbF7ixDltRCRZChZiYtWE61qPRsh6S3y29IOja0ZnVy0WJGIiEgUSrlQkZRLqCUuwUmiqkGvasEJom1eYJ4WoGuxIhERkSgoQK8GKnGRQmTWn4MrcRl9XK0WRUREoqAAvRqEWuKiAL1mpGXQd0y/zXxcREREykYBeqVLJqE3kEFvLbbEJfD8HgXoVa0zW4lLIIOuAF1ERCQSCtArXd8WsEm33dwG9Y3FnS8zg67GOdWrK1uJS0YNur7/IiIiZacAvdKFWd4CrpNH41S3nRyC/s7izynxlC2D3tymxYpEREQipgC90oUdoINWE60VwRIWP3NuTCpYB00UFRERiYAC9EoXZovF0fNoomjVGxmC7g3eHZNee55Wh65WiyIiIuWmAL3ShdliMdt5tFhRdepeD3j15VO3h7qG1GPTg51ctFiRiIhIuSlAr3QlKXFRBr3qBXugB0taQBl0ERGRiClAr3QlD9BVg16VOrPUn4/e12JFIiIiUVKAXulUgy6FCJauBBcnyryvXugiIiJlpwC90pWkBj24WJFq0KtSvhl0BegiIiJlpwC90qnERQoRDLwzM+harEhERCRSCtArXSky6FPnBM6vEpeq1DlOiUvmYkV9W8o3LhEREVGAXtGGB2DAW+nT1EHzjHDOqxr06pdtkSJf5mJF6uQiIiJSVgrQK1la9nw2JEL6drbMBOOdq38rDA+Gc16Jh6E+6N3kthP16e+Y+NRqUUREJDIK0CtZKerPARJ10Dordb9XdehVJRhwT5vnvt+ZtFiRiIhIZBSgV7LMDHqYpqgOvWqNt0iRTxl0ERGRyChAr2SlyqBDesCvAL26jFd/PrpfixWJiIhERQF6JStpgK5Wi1Urnwy6FisSERGJjAL0SlaKVURHz6dOLlUrGKBP3zH7MVqsSEREJDIK0CtZKXqgj55Pq4lWrbRFinKVuGixIhERkagoQK9kpSxxSVusSCUuVaUzjxp0LVYkIiISGQXolaxsNegqcakqaRn0HCUuWqxIREQkMgrQK1lJ2ywqQK9K/V0w0OW265vT+91nUh26iIhIJBSgVypr1WZRJi+zxaIxuY+drk4uIiIiUVCAXqkGumFkwG03tELjlHDPn5lB1yTB6tCZxwRRnxYrEhERiYQC9EpVyhaL4AJ+f5LgyGCqLKJabNsE/3MUfP8Q2LI66tGUT1ceLRZ9wQBeixWJiIiUjQL0SlXKFouj5w2WuVRZJ5e/3gwvPQ4bn4JHr4t6NOUzqQx6cJKoAnQREZFyUYBeqUpZf57tvNVWh/7qs6ntTf+KbhzlllmDPh5NEhUREYmEAvRKVeoSF0gP0KttsaJgWcvmVdGNo9yCq4jmarHo02JFIiIikVCAXqnKUeIytYoz6MGgfEtH7QSfwQB9ogy6FisSERGJhAL0SpWWQZ+T+7hipJW4VFEN+vBAesnGcB90b4huPOVibcYiRRME6FqsSEREJBIK0CuVatALt2U1kJEx31IDZS69m2G43203TnMZ8omoDl1ERKTsFKBXqnLXoFdVgJ4lGK+FOvRgi8WJsuc+LVYkIiJSdgrQK1XZ2yxWU4DekWVfDQTonZPo4DJ6nBYrEhERKTcF6JWqLCUugdr2agrQs2XLayKDHqw/n6CDy+hxWqxIRESk3BSgV6LkCPRuSt1vnVWa69RSiUu2rHq1mUyLRZ8WKxIRESk7BeiVqHczo5McW9qhrr4012ltB4zb7tsCI0OluU65ZcuW10KJy2QWKcp2nAJ0ERGRslCAXonKUd4CkKhLz85XQ6vFZDI9W57w/rnp3QT9XZEMqWw6J9Fi0ZdZg14r/eJFREQipAC9EpUrQAeYWmV16N3rYWTAbbe0Q/suqceqPYse7OIyPc8SFy1WJCIiUnYK0CtROVosZjt/NQTowex5+yKYuSh1v5oniiaT0LU+dT+YGR+PFisSEREpu6IDdGPMLGPM+40xdxhj/mWM6TPGdBpjHjHGvM8YM6lrGGN2NMb8yBjzkjFmwBjTYYz5tjFmZrFjrRrlaLGY7fzVUOISzJLPXOiC9GyPVZttGyHpzSFoaYfG1vyfq8WKREREyiqM2YVnAFcD64FlwBpge+BtwHXACcaYM6yduHjVGLMrsByYA9wFPAMcCFwEHG+MOcxau2mcU9SGcpa4VFsnl2CWfOai9M+vmjPonQUsUuTTYkUiIiJlFUaA/ixwMnC3tTbp7zTGfA74C/B2XLD+izzO9X1ccP4xa+2VgXN9E/g48BXgghDGXNkiK3HZWNprlUMwS96eEaBXcwa9s4D689HjAxl09UIXEREpuaJLXKy1v7fW/joYnHv7NwDXeHePmug8xphdgGOBDuB7GQ9/CdgGnGOMmVLsmCteWUtcgpNEq6DEJTODnlaD3lH24ZRNVwEdXLIdrxp0ERGRkiv1JFG/cfZwHsce493elyXY7wb+ALQCB4c3vAqlEpfCjZkkujOjvd671sHwYBSjKr3OAnqgZzteJS4iIiIlV6IVbsAYUw+c6939vzyesqd3+2yOx5/DZdj3AO6f4Norcjy0OI9xxJ8C9ML0d0LfZrdd3wxT50Ii4QLQrnVgk7B1DczeLdpxlkJXAauI+hSgi4iIlFUpM+iXA68F7rHW3pvH8W3ebWeOx/39M4ocV+VLK3EpZw16hZe4BMtbZuzsgnNw3Vx81VqHnrZIURE16FqsSEREpORKkkE3xnwM+CSuC8s5YZ3Wu50wOrDW7p9jXCuAJSGNJxpDfTDY7bYTDW4hmVIKZtB7NrrgzJjcx8dZ5gTR0e2FsPoRt12tnVy6iihxaW6Dxqkw2JNarKi1PdzxiYiIyKjQM+jGmA8D3wGeAo621m7O86l+hjxXxDk947jalDlBtNTBctNUaPB6Zo8MwEB3aa9XSpkTRLNtV2MGfWQIujd4d0z+ixT5jBmbRRcREZGSCTVAN8ZcDFwFPIELzjeM/4w0//Ru98jx+O7eba4a9dpQzhaL2a5TyXXomRNEs21XYwa9ez2jbzxN3R7qGiZ/Di1WJCIiUjahBejGmE8D3wL+igvOJ9s0e5l3e2zm6qPGmGnAYUAf8Kcih1rZytliMdt1KrkOfUuNZtA7i2ix6NNiRSIiImUTSoBujPkP3KTQFcAbrbU5ozhjTIMxZrG3augoa+3zwH3AQuDDGU+7FJgC/Nhauy2MMVescnZwyXadSl6sKNjnPDgxNJhB39IBybQun5WvmPrz0edpsSIREZFyKXqSqDHmPOAyYAR4GPiYGVsX3WGtvcHbng88DazGBeNBFwLLge8aY97oHXcQcDSutOXzxY634kVS4lIFrRaHBwOtBo3X/9zTMhOaZ0D/Vhjuh54Nk6/TjrPOtantyXZwGX2eFisSEREplzC6uPjpxzrg4hzHPAjcMNGJrLXPG2MOwAX8xwMnAuuB7wKXTmLCafWKPINeoSUuW9e4Pufgssj1TemPty+Clx5325tXVVmAHkYGPRigr8t9nIiIiBSt6ADdWrsUWDqJ4ztItUzM9vha4D3FjqtqRV6DXqEZ9FwtFn0zAwH6lg5YeFhZhlUWXWHUoCuDLiIiUi6lXKhISiHyDHqlBugdqe1g/bmvvYoninYGMt7TCyxx0WJFIiIiZaMAvdJE3Waxp0ID9LQe6AvHPj6zilsthpFB9xcrgtRiRSIiIlISCtArTRQlLlPnBK5foQH6RCUu1ZpBH+qD3k1uO1Hv+qAXQosViYiIlI0C9Epirbq4FCrXKqLZ9lVTBj0YSE+bB4m6ws+VVoeuVosiIiKlogC9kvR3QnLIbTdOg4aW8ly3pZ3Reb19m2FkuDzXDYu1uVcR9U3bAeq8zi59m93XuhoE688LLW/xKUAXEREpCwXolSStvKVM2XOAunpobU/d762wVos9L8Nwn9tunuH6nmdKJNJr06slix7GIkWjz9diRSIiIuWgAL2SRNHBJdv1Kq3MZfME9efZHquWOvTOECaIZnu+atBFRERKRgF6JVGAXpgtE3RwGX2sCuvQu0JosTj6fC1WJCIiUg4K0CtJFBNER69XwauJTjRB1KcM+vi0WJGIiEhZKECvJFG0WMx2vUrOoI9X4lKNNehpixSFXIOuxYpERERKQgF6JYlLiUvPxvJeu1j5ZtCDjwW7vlSytEWKiixxCS5WNNynxYpERERKRAF6JYmyxGVqBZe4TNRi0TdzZ0bbSXaug+GBUo6q9Pq7YKDLbdc3Q+us4s6nxYpERETKQgF6JVGJy+QNdKfaQtY1un7nudQ3BcpALGxdU/LhlVRai8V5LsAulnqhi4iIlJwC9EoSlxKXSgrQg+UtM3aeeCXN9irq5NIZYg/0bOdRgC4iIlISCtArSaQBeqCkppJKXPKdIOoLThSt9E4uwVaIbQvCOacWKxIRESk5BeiVYmTYLUEPgElf2bMc0jLoGyung0e+E0R91ZpBL7bFYrbzqAZdRESkJBSgV4reTant1lkTl2qErXEq1Le47eF+GOwp7/ULle8EUd/MKuqF3lXqEhctViQiIlIKCtArRZTlLeAmGFZiHXq+q4j6qiqDHixxKbLFok+LFYmIiJScAvRKEWWLxWzXrZQ69MmWuASP2boaksnwx1QuJcmga7EiERGRUlOAXimibLGY7bqVsFjRyFB6FnnmzhM/p2UGtMx028P90LOhJEMrOWtLU4OuxYpERERKTgF6pYi6xAUyFiuqgBKXrWvAjrjtafOgoSW/582sgjKXvi0ugAZonOYC6zBosSIREZGSU4BeKeIQoE+psNVEJ9tiMduxlTpRtHNtajus7LlPvdBFRERKSgF6pYhFDXqFZdCDHVzyqT/PdmylZtBLsUhRtvMpQBcREQmdAvRKEbca9EoI0DdPsoOLrxoy6F0lqD/Pdj4tViQiIhI6BeiVYltgUmZkAXqwi0sFBOiT7YHuq4oMemBy7PSQWiyOnk816CIiIqWkAL1SxKLEZU5quxIC9Mm2WPQpgz4+LVYkIiJSUgrQK4VKXCbH2sIz6FPnQn2z2+7bAn1bwxxZeaS1WAw7g67FikREREpJAXolGNwGQ71uu64JmqZFM47WWant3s0wMhzNOPKx7RUY2ua2m9pSvc3zkUik16xXYha9q0wlLlqsSEREJHQK0CtBZotFY6IZR109tLR7dyz0bY5mHPlIK2/ZefJfs2CAXml16MkkdK1P3Q8G1GHQYkUiIiIlpQC9EqSVt0RUfz56/QpZTbTQHui+mRVch75tIySH3HZLOzS2hnv+MYsVqZOLiIhImBSgV4I4LFLkm1ohE0ULnSDqa6/gTi6dJZwg6lMduoiISMkoQK8EcQrQ01otxng10VAz6B1FD6esSll/PnpeLVYkIiJSKgrQK0EcWiyOXr9COrkog+6UKoOuxYpERERKRgF6JYhDi8Vs198W5xr0jtT2ZFYR9c3YCfAmlna9CMMDIQyqTNIWKSpViYsWKxIRESkVBeiVIFYlLhWQQR/oSf3zkGgorA94fVPgeRa2rA5teCUXLHEJuwe6L1g6o8WKREREQqUAvRLENkCPaQ16MHs+YydI1BV2nkrthR4sOVEGXUREpOIoQK8EcW2zGNcMerETRLM9t5Lq0LvK0cVFixWJiIiUigL0ShCrDHqwi0tMA/RiJ4hme26ldHIZGYLuDd4dA9NCXqTIp8WKRERESkYBetwlk/HNoPe8Es/MaTCYDiuDXiklLt3rAe97MnV7qG8szXW0WJGIiEjJKECPu/6tYEfcdlObm7wYpaZpUN/stof7YHBbtOPJJhhMF9LBZfS5FVjiUo4Wiz4tViQiIlISCtDjLk490MFlTuNehx5WiUt7RolLMln4ucqlqwwTRLOdv1OdXERERMKiAD3u4lR/7ovzaqIjw9C5NnW/mAx6cxu0tHvnHfDKR2KuswwtFkfPrwy6iIhIKShAj7u4ZdAh3osVda6F5LDbnjoXGluLO1+l1aGXNYOuVosiIiKloAA97uK0iqgvziUuYbVY9FVaHXpZa9C1WJGIiEgphBKgG2NON8ZcaYx52BjTZYyxxpibCzhPh/fcbB8bJj5DFYpliUucA/SO1HYx5S2+SsugB8t7ppe4xEUZdBERkZKoD+k8XwD2AXqAdcDiIs7VCXw7y/6eIs5ZuWIfoMesBj2sCaLZzlEJGfRyLFKU7fz+YkXGlPaaIiIiNSCsAP3juMD8X8CRwLIizrXVWrs0jEFVhdjXoMctgx5yiUslZdCH+qB3k9tO1Ls+6KXUNN0tVjTYk1qsqLW9tNcUERGpAaGUuFhrl1lrn7M2jqvWVLhY1qAH/lHoidkk0c0dqe1QMugLA+eOeYAeLDOZtgMk6kp7PS1WJCIiUhJxnCTaZIx5tzHmc8aYi4wxRxtjShxpxFgcS1ymzkltx6nExdrwM+hT56YWZurfGu8l7YMtFkvdwSXbdVSHLiIiEoqwSlzCNBe4KWPfKmPMe6y1D+ZzAmPMihwPFVMbH404BuhxLXHp3eTKLcCVXrTOKv6ciYTLor/yjLu/eRXMn1n8eUshrf68xBNEfVqsSEREJHRxy6BfD7wRF6RPAV4HXAssBH5jjNknuqFFYHgQ+jvdtklAS0wCw2Dg27sJkiPRjSUoc4JoWBMWZ1ZIHXo5Wyxmu44y6CIiIqGIVQbdWntpxq4ngAuMMT3AJ4GlwGl5nGf/bPu9zPqSIodZPr2B8pHW2S6bGwd1De6fhb4tgIXezTA1Btn9tPKWheGdt71COrkEe5GXusXi6HVUgy4iIhK2mER8E7rGuz0i0lGUWxzLW3xxXE007BaL2c6lDHq6tMWKFKCLiIiEoVICdD8CnBLpKMotji0WfVOCE0VjUoce9gTRbOcKdomJm2CAXLZJolqsSEREJGyVEqAf4t2+EOkoyi2OLRZ9wX8Y4tLJRRn01Ha5JolmW6xIREREilL2AN0Y02CMWWyM2TVj/97GmDGrnBhjdgau8u7eXI4xxkbFlLjEJYPekdoO9i8v1oyd3CRdcFniof7wzh2W/i4Y8CYU1zeH08EmH/5iRZBarEhERESKEsokUWPMqcCp3t253u0hxpgbvO1XrbWXeNvzgaeB1bjuLL4zgM8YY5YBq4BuYFfgJKAZuAf4RhjjrRixLnEJBOhxWKxosBd6NrjtRD20LQjv3PWNrta6cw1gYesa2G6P8M4fhrTylnnhdbCZiDGunObVf6bGodVERUREihJWF5d9gfMy9u3ifYALxi9hfMuAPYH9cCUtU4CtwCO4vug31dxKpRVT4hKDDHowe962AOpCblDUvtAL0HFlLnEL0DsjqD8fvd68QID+Esx9XXmvLyIiUmVCiWKstUtxLRDzObYDGJPe8xYhymshopoR5xKXuK0mWqoJor6Zi2DVQ247jq0Wgy0Wy1V/7tNiRSIiIqGqlEmitSnOAXrcatBLNUHU1x7ziaJRZtC1WJGIiEioFKDHWVqJS4xr0OMQoJdqgujoOWO+WFFXBD3QfVqsSEREJFQK0OPK2phn0ONWg17iEpfYZ9CDJS4hTpDNhxYrEhERCZUC9Lga7IFhr51ffQs0xmyNpqbpUNfktod6YXBbtOMpdYlLWi/01ZBMhn+NYkSxSNHo9bRYkYiISJgUoMdVZva8XG3z8mVMfMpckiOu9aGvFCUuzdNTvcVHBqA7RoGotRmLFEVYg67FikRERIqmAD2u4lx/7ovLaqKd6yA55LanzIGmqaW5Tlzr0Pu2uEWCABqnQXNbea+vxYpERERCpQA9ruJcf+6LSwY9WBNeiuy5L6516Gn152XOnkNqsSKf6tBFRESKogA9riotQI9yNdFgB5dSTBD1BYP/OGXQo6w/H72u6tBFRETCogA9rtIC9JiWuEyNSQa91BNEs51bGfR0WqxIREQkNArQ4yqtBr0CMuhR1qCXusVitnPHKYMeDIinl3kVUZ8WKxIREQmNAvS4qrQSF2XQoxPlIkU+LVYkIiISGgXocVUJJS5pXVwiqkG3tnw16NPmup70AP2d0Lu5dNeajM441KBrsSIREZGwKECPq4oocZmT2o6qxKVvCwx0ue2GKaX9WhmTPlE0Lln0rmANekQlLsEMeqcCdBERkWIoQI8rlbjkZ3NGi8VSL+gUtzr0ZBK61qfuR5VBz6xB12JFIiIiBVOAHkfJEejdlLrvr2AZN8Fx9W5y4y63ck0Q9cWtDn3bxtQiTS3t0NgazTi0WJGIiEhoFKDHUd8WsEm33TwD6hsjHU5O9Y1ufODGG0VQlplBL7W0DHpH6a83kc4YTBAFLVYkIiISIgXocVQJ5S2+qBcrijSD3lH6602kKwYtFkevr8WKREREwqAAPY4qKUCfGpwoGkEdejBILncGPQ4lLnHJoGdeX4sViYiIFEwBehxVQotFX1qrxQgC9HL1QPe1LQDj/dp0vQRD/aW/5ni6YtBiMdv1lUEXEREpmAL0OKqEFou+KFcTHeqDbi8QNHUwY6fSX7O+MdDK0MLW1aW/5ng6Y9Bi0afFikREREKhAD2OKqnEJcpWi1sCwXHbjlDXUJ7rzoxRq8VYZdC1WJGIiEgYFKDHUcWWuJR5kmi5J4hmu1bUdehpGfSoA3QtViQiIhIGBehxFCwVCU7CjKMoVxMtd4vF0WvFJIM+MgTdG7w7BqbNG/fwktNiRSIiIqFQgB5HKnHJT1oHlxrMoHevB7wgeOqc6Pvla7EiERGRUChAjyMF6PmJqsQlLhn0zhjVn4MWKxIREQmJAvQ4SuviUkE16D1lDtDL3WJx9FoLU9tbV0NypHzXDgoGwFF3cPFpsSIREZGiKUCPm6F+GOhy24l6aJ4R6XAm1NwGdV5pxdA2GNxWnusmR9JbHJYzg948HVpnue2RwegC0Ti1WPRpsSIREZGiKUCPm96MHujGRDeWfBgTTS/0rpdccAzQOhuappXnur6ZMahDj1OLRZ8WKxIRESmaAvS4qaQWi760VotlCtDTJoguLM81g9pjUIcerEGPusWiTzXoIiIiRVOAHjeVtIqoL4qJolFNEPXFIoMeKCGZHpMSFwXoIiIiRVOAHjeV1MHFlxagl2mxoqgmiPqUQc9OixWJiIgUTQF63FR8gK4MelkM9aXmKyTqYer25R9DNlqsSEREpGgK0OOmImvQI5gkGqsMekf5A9HgBMxpO0CirrzXz0WLFYmIiBRNAXrcqAY9P8GsdRSTRKduDw2tbnugs/yBaLCFYVw6uIAWKxIREQmBAvS4qfQSl54y1KD3bYH+Trdd3wLT5pb+mpmMSf/HoNx16F0xrD/3abEiERGRoihAj5uKLHEpc5vFzRnZ86h6xUdZh94Zwx7oPi1WJCIiUhQF6HFTiSUuU+ektstR4hL1BNFs1y53gN4Vw1VEfVqsSEREpCgK0OPE2vQAt7VCMujBcfa+Cslkaa8X9QTR0WsvTG1v7ijvtdNaLMY5QFcNuoiIyGQpQI+Tga7U8vWNU6GxNdrx5Ku+EZrb3LZNln7CZNQTRH2RZtBjXOKiAF1ERKQoCtDjJK28pUKy575yLla0ZXVqO8oSl5kRLlYU5wx6Wg26AnQREZHJUoAeJ5XYwcU3pYx16HEpcZmxExiv/3j3S27xoHIY6HatHQHqm6F1Vnmum6/MLi5arEhERGRSFKDHSUUH6MFOLiUM0IcHUmUTJuGC5KjUNaRnr4OZ/VJK6+AyL7ouNrlosSIREZGiKECPk0pssegr12qiW1YDXkZ2+o6u/j1KUdShd8V0kSKfFisSEREpigL0OKnEFou+cq0mmtZicWHprpOvKOrQ41x/7guWuagOXUREZFJCCdCNMacbY640xjxsjOkyxlhjzM0FnmtHY8yPjDEvGWMGjDEdxphvG2NmhjHWWKuWEpdSriaauUhR1KLIoHfGPIMO6RNFlUEXERGZlPqQzvMFYB+gB1gHLC7kJMaYXYHlwBzgLuAZ4EDgIuB4Y8xh1tpNoYw4jio5QE9brKiUJS4dqe0oJ4iOjmFhartcGfRgwNsW0wBdixWJiIgULKwSl48DewDTgf9XxHm+jwvOP2atPdVa+xlr7THAt4A9ga8UPdI4q5o2i+UqcYlDgB51Bj2uJS7KoIuIiBQqlADdWrvMWvuctYX3UzPG7AIcC3QA38t4+EvANuAcY8yUggcad5WcQS9XgB6XFou+tBKX1ZAcKf01Ky6DrgBdRERkMuI0SfQY7/Y+a23aWvHW2m7gD0ArcHC5B1Y2FR2gl6HNYjKZXuIShwx60zRo9T735FDpg1FrM9osxjRA12JFIiIiBQurBj0Me3q3z+Z4/Dlchn0P4P7xTmSMWZHjoYJq48tiZBh6N3t3DLS0RzqcSWueAYkGF6QO9sBgLzS2hnuN7vUwMuC2W2ZCc1u45y9U+yLo9cqTNq8qbW/2vi2utzhA47T4fA0yZVusKG792kVERGIqThl0P9LozPG4v39G6YcSgb7NjPb3bm2Hujj975QHY9Kz/r0lmCgatwmivnLWoQfrz9vmxzfobW5z/0CAFisSERGZpEqKAv1IZMI6d2vt/llP4DLrS8IcVGgqubzFN2W2W/Ie3OcTdiY5bhNEfe1l7IXeVQHlLb7p8+DVf7rtrhfdP54iIiIyoThl0P0Mea737KdnHFddqiJAL/FqonGbIOqLMoMeZ1qsSEREpCBxCtC9VBt75Hh8d+82V416ZavkFou+YIBeisWKlEHPyKDHtMWiT4sViYiIFCROAfoy7/ZYY0zauIwx04DDgD7gT+UeWFlUQwZ9aolbLcZtFVFfWga9w02ILJXOCmix6FOrRRERkYKUPUA3xjQYYxZ7q4aOstY+D9wHLAQ+nPG0S4EpwI+ttdvKMtByq4YAvdQlLltiWuIydQ40eO35B7pKOyGyomrQtZqoiIhIIUKZJGqMORU41bs717s9xBhzg7f9qrX2Em97PvA0sBoXjAddCCwHvmuMeaN33EHA0bjSls+HMd5YSgvQq6DEJewMet/WVOBb1wTTdgj3/MUwxmX0Nz7p7m9eVboJkZ1rU9ttMS9xUQZdRESkIGF1cdkXOC9j3y7eB7hg/BImYK193hhzAHAZcDxwIrAe+C5wqbV283jPr2hpNejVkEEPOUBPa7G4EBJxqs7C1aH7AfqWVbBj1kZCxUkmoWt96n7cM+harEhERKQgoQTo1tqlwNI8j+0g1TIx2+NrgfeEMa6KUhUlLiVcTTSuE0R9wZr4Uk0U3bbRLQQFbqGmsBeCCpsWKxIRESlIzNKQNawqAvQ5qe2wA/S4tlj0tZeh1WJnBXVwAS1WJCIiUiAF6HFRFW0Wgxn0V11JRli2xLSDi29mGVotdlVQD3RfWhZdZS4iIiL5UIAeB4O9MNjjtusaoWn6+MfHVX0TNHnrTNkR6N8a3rmDNehxLHEpdwY97hNEfVqsSEREZNIUoMdBb8YE0Uqu0w1m0cNcrGhzR2o7jiUubQvA1Lnt7vUw1Bf+NSqpxaJPixWJiIhMmgL0OKiGFou+qSWoQx8eDJR3GJi5czjnDVNdQ3pWO5jxD0tnsMSlUjLoCtBFREQmSwF6HFRDi0VfKTq5bF0D1qtnnz7fldLEUXuJ69ArMYOuxYpEREQmTQF6HFRDBxdfKVYTjfsEUd/MEtehp9WgV2CAHnwHQERERHJSgB4H1VTiUorFioLZ6PaF4ZyzFEqZQR8Zgp4N3h0D0+aNe3hstCmDLiIiMlkK0OOgqkpcggF6SJNE01YRjeEEUV8pM+jd61NlPlPnQH1juOcvlWyLFYmIiMi4FKDHQbDbSVUF6CUocYlji0VfKTPonRVYfw5arEhERKQACtDjoGpr0EtQ4hLrDPrC1PbWNZAcCe/cXRVYf+7TYkUiIiKTogA9DqphFVFf2AG6tRklLguLP2epNE1Lff7JoXAnRQbPNb1CWiz6gv9QaLEiERGRCSlAj4OqyqAHFyoKIUDv3uBKI8CVS7S2F3/OUipVHboy6CIiIjVDAXrUksn0lURbKzyD3jwDEvVue7C7+BU1K2WCqK9UdehpLRYrLIOuxYpEREQmRQF61Pq3QnLYbTdNh4bmSIdTtEQi3ImilTJB1JeWQe8I77xdFVziosWKREREJkUBetSqqf7cF+ZqopUyQdTXXqISl0pcpMinxYpEREQmRQF61Kqp/tynDLoTVonLUH+qDCpRD1O3D+e85aLFikRERCZFAXrUqj5AL3KxorQM+sLizlUO7RklLmEszBOs2562AyTqij9nOWmxIhERkUlRgB61tAC9WkpcQmy1uKXCSlymbAcNU9z2QBf0bi7+nF0VukiRT4sViYiITIoC9Kil1aBXYwa9iBKX/i7o3eS26xrTM7FxZUz4deiVXH/uU6tFERGRvClAj1rVl7gUkUEPdkGZsXPllHYES3HCqENPW6SoQgN0LVYkIiKSNwXoUVOJS26VNkHUF3YGPdhisdJ6oPuUQRcREcmbAvSoVWWJS0iriVbaBFFf2J1cOiu8Bh3Se7crQBcRERmXAvSoVWOJy9Q5qe2wMuiVMEHUF/xnIpQMerXVoKvVooiIyHgUoEetGgP01kAGvfdVSCYLO0+wBr1SS1xCz6BXaomLFisSERHJlwL0KA0PQv9Wt20S0DIz0uGEpqEZmqa77eRw6nOcrEpbRdTXtgCMN6G1ZwMM9hZ+roFuGOh023VNlTtPQYsViYiI5E0BepT8FoIArbMqp0tJPoKBZCFlLiND6ZnWmTsXP6ZyqWuAGQtS94PvBExWZotFYwo/V5QyJ4lqsSIREZGcFKBHqRrLW3xTiqxD37oG7IjbnrYDNLSEM65ymRlSJ5euKmixCBmLFfVrsSIREZFxKECPUjW2WPQVm0Gv1AmivrDq0NMy6BVaf+5Tq0UREZG8KECPUjW2WPQVu5popU4Q9YWWQa+CFos+LVYkIiKSFwXoUarqEpciFyuq1AmivpJk0Cs8QFcGXUREJC8K0KNU1SUugQC9Z+Pkn68MupNWg17pJS5arEhERCQfCtCjVM0lLlNrPIMeXKxo6xoYGS7sPMFONlWVQVerRRERkVwUoEepZkpcJlmDbm16Bj0Y7FaKpqmpTjbJ4cIyxtZmLFJU4QF6mxYrEhERyYcC9CjVTIA+yQx6z0YY2ua2m6ZDa3t44yqn9iLLXPq2wHCf226c6loVVrLpWqxIREQkHwrQo5RW4lLFNeiTzaBnZs8rdXGemUVOFO3M6IFeqV8HnxYrEhERyYsC9KhYW90Z9OYZqeXuBzphqD//5wazzZU4QdRXbAa9q4o6uIAWKxIREcmTAvSoDG5LlS/UN7sShmqSSKT/09E7iSx6pU8Q9YWZQa/0RYp8wSy66tBFRESyUoAelczseaWXL2RTaB162iqiC0MbTtmFmUGv9BaLvjbVoYuIiExEAXpUqrn+3Bf8vCZTh765Skpc0jLoHZOvua6mRYp8WqxIRERkQgrQo1LN9ee+QhcrSpskWsEB+pTZqdKlwW7o3TS553dVUYtFnxYrEhERmZAC9KjUQoA+dU5qO98Sl4Ee2OYF84mGyq69Nqa4OvRqr0FXiYuIiEhWCtCjkhag10KJS54BejB7PmMnSNSFOqSym7lzansydejJZHoAWy0ZdC1WJCIiMqHQAnRjzI7GmB8ZY14yxgwYYzqMMd82xsycxDk6jDE2x8eGsMYaC2k16FWaQS+kF3q1TBD1tReYQd/2CiSH3HbLTGhsDXdcUdFiRSIiIhOqD+MkxphdgeXAHOAu4BngQOAi4HhjzGHW2nwLcDuBb2fZ3xPCUOOjFkpcCuniUi0TRH0zC+zkkrZIUZWUt0BGgO4tVlSNHYxERESKEEqADnwfF5x/zFp7pb/TGPNN4OPAV4AL8jzXVmvt0pDGFV81V+KS5yTRLVXSA91XaAa9K1h/XiXlLQDN091iRYPdqcWKWtujHpWIiEisFF3iYozZBTgW6AC+l/Hwl4BtwDnGmCnFXquq1ESJS3CSaL4lLh2p7ZrOoFdhBxefFisSEREZVxg16Md4t/dZa5PBB6y13cAfgFbg4DzP12SMebcx5nPGmIuMMUcbYyp8pmAWNVHikjFJNJ8+4NWyiqivbQEkvDeqel52K8jmo6sKe6D7tFiRiIjIuMIocdnTu302x+PP4TLsewD353G+ucBNGftWGWPeY619MJ8BGWNW5HhocT7PL7lkEnoDGeXWKi1xaWhJlTMkh6F/q5vwmMvIMHSuTd2vhkmidfUuSPez51s6YPu9J35etdagQ0arRWXQRUREMoWRQW/zbjtzPO7vn5HHua4H3ogL0qcArwOuBRYCvzHG7FPwKOOkbwv4bzY0t0F9Y7TjKaXJrCbaudYF8gBTt6+eziWF1KGnZdCrLUAPLlakDLqIiEimsCaJjsdv0TBhfYO19tKMXU8AFxhjeoBPAkuB0/I4z/5ZB+Iy60smen7J1UJ5i2/Kdqnscc9GmL177mOrbYKor5A69M4qLnHRYkUiIiLjCiOD7mfI23I8Pj3juEJc490eUcQ54qOWAvTJrCZabRNEfZPNoI8MQ4/f9t/AtHnjHl5xtFiRiIjIuMII0P/p3e6R43E/ZZqrRj0ffo++6ugEUwstFn2TWU202iaI+tIy6B0TH9+9PlUCNXVO9ZVAabEiERGRcYURoC/zbo81xqSdzxgzDTgM6AP+VMQ1DvFuXyjiHPFRCy0WfZNZTXRLlS1S5GufZIlLVxW3WITsixWJiIjIqKIDdGvt88B9uImcH854+FJc1vvH1tptAMaYBmPMYm/10VHGmL2NMWNWLDHG7Axc5d29udjxxkItlbikBegTLFa0uSO1XQ0dXHzBz2XrGlfCMp7OKl2kyOcvVgSpxYpERERkVFiTRC8ElgPfNca8EXgaOAg4Glfa8vnAsfO9x1fjgnrfGcBnjDHLgFVAN7ArcBLQDNwDfCOk8UarZgP0cUpcrK3eSaKNU1xXmp6XXZearnXj/wNSzS0WfdPnwatedVznOq0mKiIiEhBGiYufRT8AuAEXmH8SF1x/FzjEWrspj9MsA+4AFgFnAZ8AjgQeAc4D3mKtHQxjvJGrqRr0PEtctr0Kgz1uu3Fq9X1dZk5iomg1L1Lk02JFIiIiOYXWZtFauxZ4Tx7HdZBqvRjc/yCQ10JEFa9ma9DHyaAHJ0/OXARmzI9IZWtfBGu9aRhbVuHeXMqhs8pr0EGLFYmIiIwjlAy6TJJKXMZKmyC6sGTDicykMujBGvRqLXHRYkUiIiK5KECPQi1l0Ftmgqlz2/2dMDyQ/bi0FosLSz6ssptMJ5eay6ArQBcREQlSgF5uwwMw4K3ZZOqgeUakwym5RCKjF3qOOvRqnSDqS8ugd+Q+bqgfer2vkamDaXNLOqzIaLEiERGRnBSgl1ta9ny2C2CrXT5lLpurtAe6L/iuwJZVuXt/p/VAnweJupIOKzJarEhERCSnGogOY6aW6s99eWXQO1Lb1ZhBnzLbdacB160m19eh2hcp8mmxIhERkZwUoJdbZga9Fky0WNFgL/RscNuJemhbUJ5xlZMx6f945KpD76yBFougxYpERETGoQC93Goygz4ntZ2txCWYPW9bAHWhdf+Ml2B3mlydXIIdXKo5gw6qQxcREclBAXq51WSAHixxyRagV3kHF9+kM+hV2mLRp04uIiIiWSlAL7daWkXUN9FqotU+QdTXnkcv9FqpQQctViQiIpKDAvRyq6Ue6L6JurhUe4tFX14Z9OAiRdUeoGuxIhERkWwUoJdbWgZ9Tu7jqkkwQO/JMkk0WINe6xn0tEWKaqjEJfh5i4iI1DgF6OVWizXoUydR4lLNGfTpO7ouNeC62Qz0pD8+0J1axKquqfpLoNoyWi2KiIgIoAC9/GqxzWJrxiTRYM/r5AhsXZO6P3Pn8o2r3OrqYcZOqfvBdw4gI3s+z7VmrGZarEhERCQrBejlZG1tThJtbE0t0pMcgv7O1GOd69w+cO8oNE0r//jKKa0OvSP9seBEyWrv4AJarEhERCQHBejlNNANIwNuu2EKNE6JdjzllGs10VqZIOprH2eiaC21WAQtViQiIpKDAvRyqsXsuS/XaqK1MkHUN3OciaK11GLRp8WKRERExlCAXk612GLRl2s10VqZIOrLO4NeIwG6FisSEREZQwF6OdViBxdfrtVEt9TIIkW+cTPogQxytbdY9KXVoSuDLiIF2rYJujdEPQqR0ChALyeVuDjBdxLSMugLyzacyAQ/x861MDIcuF+LGXR1chGRIq24Eb65GL65Fzz8TU04l6qgAL2carrEJctiRdam16DXQolLYytMneu2k8MuSAf3tajFGnQtViQihbIWHrwCfv0xGBkEm4T7L4XffNq18BWpYArQy6mWS1zSFivyvg69m2Ggy203TIGpNbKyarY69L4tMNTrthunQnNb+ccVBS1WJCKFSI7APf8Oy/5z7GN/uRZ+/h4Y6i//uERCogC9nGo5QM9W4pKWPV9Y/Qvz+LLVoQc7mEyfXztfi8xe6CIiExkecAH4oz9I7Vt0JLzm1NT9p+6Cm98OfVvLPTqRUChALyfVoDv+16HWJoj6gnXo/tegqwbrz2FsDbpqR0VkPP2dLvB+6q7Uvr3fBmf/DE6/Hg66ILV/9SNw/Qma3yIVSQF6OakG3fED9FqbIOprzyODXiu0WJGI5Kv7ZbjhJOh4OLXvoAvg7T+E+iZIJOD4y+FNl6Ye3/gUXPdm2PhM+ccrUgQF6OVUyyUuLTPBeD9u/VtheDBjFdGFUYwqGsESF7/Mp6vGVhEN0mJFIjKRTc/DD98MG/6R2vfGL7mAPBEIZYyBwy+G066FRL3b17UOfnQcrP5jWYcsUgwF6OWSHIHeTan7rbOiG0sUEnXQGijr6X01PYNeSyUumRl0a9M7mNRSBh20WJGIjO/FlfDDY2Hranff1MEp34c3fCL3fJ193gln3e4aEIBLDN10Kjz9v+UYsUjRFKCXS+9mwKuvbWmHuvpIhxOJzDKXWmux6GudlSrrGNrmvha1nEHXYkUiksvzv4cb3uKSOgD1LfCun8B+Z0/83N3eCO+5O/W3Z7gfbj8HHv1h6cYrEhIF6OVSy+UtvuDE2K1rodvLlpoEzNgpmjFFwRhoX5i6v3lVemlHTQfoyqCLiOcfP4dbznSJDHClkuf9CvY4Lv9zzNsP3ncftO/i7tsk3P0J+P1/alK6xJoC9HJRgJ7+eb/4WGq7bUeoayj/eKKU1mrxhfTAtNZKXNJq0NVqUUSAP34ffvE+SA65+9N3hPfeCwsOnPy52neB994H85ak9j10BfzqI+mrOYvEiAL0cqnlFou+YIC+9tHUdi2Vt/iCdejr/pL6I9Qy0602WkvSatAVoIvUNGvht1+Cez+b2rfdXi4Lvt2ehZ936nZw3q9htzen9j1+M9x2FgxuK/y8IiWiAL1carnFoi+4muiLK1LbtTRB1Bf8p6TjkdT29BorbwEtViQizsgQ3Hkh/OHbqX0LDob3/iac9SGaprr69X0D9evP3Qs3vjX9b7RIDChALxeVuKR/3sN9qe1az6C/+mxqu5YWKfJpsSIRGdzmstl/uzW1b88T4dw73TuLYalrgFO+B2/4ZGrfiytcl5hg4wKRiClALxeVuOT+x6TWM+hBtVZ/DlqsSKTW9W6GG0+G5+5L7VtyLpx5EzS0hH89Y+CNX4QTvwF4bRo3P++C9PV/C/96IgVQgF4uKnHJ/XnXYga9bUdIZJkYW4sZdNBiRSK1autat4hQsHHAEf8Ob/1u6dsRH/gBOPNGqGty93tehutPgueXlfa6InlQgF4uKnEZJ0BfWNZhxEKiLntryVqsQQctViRSi15+yq0OOlrmZ1xW+5gv5F6AKGyvOcWV0TS3ufuD3XDLGfD3n5Xn+iI5KEAvFwXo2Ut7Wme5EodalK20p1Yz6FqsSKS2rF4O1x8P3evd/bpGOON6l9Uut50PdS0c/deh5BD88v2w/Mryj0XEowC9XNJKXGq0Br1xSmrZZV8tlrf4sn3utViDDlqsSKSWPHM33HQa9He6+43T4N2/gL1Pi25Mc/xWjnul9t33Bfi/z0EyGd24pGYpQC+HoT73thm4umP/rbRalPnPSS1OEPVl+9yDpR61RIsVidSGFTfAT9/tJoQDTJkD77kbFh0R6bAANzfovb+BnQ5N7fvT91w2fXggunFJTVKAXg6ZE0TLVVsXR5nlPcqgp0zdHuqbohlL1LRYkVSSkWG1A50sa+GBr8OvLwLrZaTbd3FZ6x32iXZsQS0z4Zw7YK+TU/ue+AXccjr0d0U3Lqk5JZ4iLYBaLAZNnZN+vxYniPoyM+i1Wt4C6ZNjFaBLnFgLrz4Ha/8Ea/4Ma/7oWvK17eSyvoveAAvfULvzR/KRHIF7/h0e+2Fq3w77wtk/T1/ALi4amuGMG+A3n4ZHf+D2rXoIrj8R3v1zmDY30uFJbVCAXg5qsZiiEpeUGTun36/lP/CZXVysre13miQ6Q/3w0uOpgHztn6Fv89jjOtfAX292HwCzdnOB+qIj3G0cA88oDPXDLz8AT/8qtW+Xo+EdN0HTtOjGNZFEHZx4hQvGf/9lt+/lf8B1b4Zzfgmzd492fFL1FKCXgzq4pKjEJaWxFabOhZ4N7n6ttliE1GJFg92uNrV3M0yZFfWopBZse9UF4Wv+5G5fehxGBid/nk3/ch8rrnf35+ztsuuLjoCdD4OWGaEOuyL0d8JPzoLVj6T2vfZ0OPVqqG+Mblz5MgaOuASm7QC/+ijYEfeP2Q/fDGfdDgsOjHqEUsUUoJeDSlxSggF6fYveKmxflArQazmDDu7zf+UZt931ogJ0CZ+1Lohe8ycvQ/4nd38iLe2w08Gw4CB3u/1rYeNTsOpBV/qw9i+pSY++jU+6jz9fAyYBc1/vlcQc6c7RNLU0n2NcdG+Am093WWffwRfCsV+BRIVNf9vvbFeeefu5MNTrVju+8WTXFnLPE6IenVQpBejloAx6SvDzn7lQZQzz9nM1reD+6Ney6fMCAfpLsMProx2PVL7hAXjpr+53bK1XrtK7aeLnzdoNFhwMOx3kbmfvPva1asGB7uOIf3dlHOsedcF6x8NuOzmcOtYmYf1f3cfy70KiHubv7wXsR8COB7q652rx6r/g5tNg65rUvjddCoddVLmv+bu/Gc7/X7jlTOh9FYb74Laz4C3fhv3Pi3p0UoVCC9CNMTsClwHHA7OA9cCdwKXW2i3lPk+sqAY9Zfu9U9s77h/dOOLi8E+4IKJtPuxyVNSjiZYWK3KG+t27Kt0b3CIug9tce9Y6/6PRBXij2+M9Vu9u6xrcdqUGR/natskLxL368Zceh5EJ2uMlGtw/yjsdBDsd4rLkk32ns6HZK2d5g7s/0OPGsOphF7Sv/2uqcwm44N3/h+GhK9xS8wsOdNn1RUfA/CXue1aJXlzhVuL0/xEydXDKVbDvWdGOKwzz93ddZ25+G2zpcN/TX3/M/a4e+anq//2SsgolQDfG7AosB+YAdwHPAAcCFwHHG2MOs9ZOmLYI6zyxowx6ypy94NRr4OUn4NCPRj2a6E3dDt7yzahHEQ/VvljRyDBs2+iCbj/47gps+7fZJiSGJRjMj9luhLr6wHbGcfXN0NDiLTjW6uZQNEzJss/7yNwXdsBpLWx6PlWqsuZPsOm5iZ/XMjNVqrLgYBech529bpoKu73JfQD0bXUrZ3Z4AfvLT6QfPzLgHut4GJbhvq47H5KacLrDPm7SYtz963fw03NhaJu7X98CZ94IexwX7bjCNGtXeN9vXdvF9X9z+x74KnS/BCf+t/sdEglBWD9J38cF1R+z1o6ujWuM+SbwceArwAVlPE+8xKAGfXA4Sd/gCAMjIzQ31NHSUEdDXUR1gPu+K5rrSrxV6mJFyaQLqscE3hnB97aN6VnUSMY65D6GIrh2oiEV1De2usB+dNsP6HPt87brGuDlp1ITOntfnfi67bum14/P2r38NdAtM2Dxie4D3LuqHQ+nMuyZ/1gMbXPB7r9+5+43tcHCw1OTTrfbK3513H+/He78f6nSnpaZcNbPYMG/RTuuUpg6B86/29WkP/97t2/FDdCzEd7+Q/fzK1IkY4tcbMEYswvwPNAB7Gpt6i+QMWYarkTFAHOstdtKfZ4JxrpiyZIlS1asWFHI0wv333u5/64BLn4CZiwYc8hI0tI3NELv4DD9g0l6h4bpHRyhb3CE3kG3v29wxDsmtb8vcJz/mLufvn84Ofb73FBnaG6oo7XRBewtjfW0NCRoaayjpaGelsY6Whvq3H3vmNbGuoznpG5Tj9XT0lBHc0MCU4K3/Ky1DI1YhpNJhpOW4RHL8EiSoaRlZMQylEy6fYHboRHLSNIyNBJ4LGmx1n0d6hMJ6usMDXUJ6hOG+rpE2v76hPeYt6+hzh3j769LlP6tTWstA8NJBoaSDAyPuO3hEfqHkqPbYx9PMjA0kn7rH5vleeD+7tclDAljqEsY6owh4d3WJfxtsuwzgeelP26Mv02WY93zd3x1OUc/5v7/fmX2Qfz5iBtoyPg+uPuJtO9HQyJBQ33696XB258o5vtiLQx0jR90+9vJECNeU+cWrZo213WPaJ7ugp6RIfeRHHJdRkaG07dHBr37weP8j0HXgaLaJRpg3r6BDPlBY9dewP0ujSSte/1Ieq8fwdeIpGUk83XDf63xXjvqjBl9PfBfI/yfwbrA60K2Y+q9n/lRXeu9gN2bdBqs3c6mdbYL1nc61K1MXVc/ttwp67siweMynpPltdpaS9K6v0/JwNcsmbSMWHc7nLRMWXkNbQ8tHX3eyLT5bH37bSRn7Ykx7g93whhv2+1IGDDGYHCXTnjX94/JfLwUf0uKNjwIv/oI/P2nqX07Hghn/RRa2/M/jx+HjcZjNn27oMdixCS8b2LCfWAC+2L4fQ3R/vvvz8qVK1daaydd0xtGBv0Y7/a+YFANYK3tNsb8ATgWOBi4vwzniRdrGe7ZOPqFPvu25+kaWk3fkB9ku0B6YLj8mbWhEcvQyDDd/cMTH1ygMUG9F9A31icCwXIqmB4aSXp/EN2+0W0/APc+4sYYaEik/iBnBpHZAnz/j3h9wjBimTCAHozgZ6ScdjNdHO0tpNr0yt9p+Nk5JLAkSTKMJYllmCT9WBL+h0liRu8nSWAh+DiWhLHUkfRu3f3Mx/3n+ucxWBrtIE22f9wxT1ZXYgZb6trZUjebLXWz2Fo3iy117Wytm8XmxCy21M2mK9FG0njZ0W3eh8eFKxl/0+rcRzCA8beCxyVskjqGqSdJnR2mgWHq7DB1doh6RqhniDo7Qp112/WMuMfsMPV2mAbc16Mx2T9622j7afJuG5MDNNl+mpJ9gf0Do8cnCP/nt8dM5Z8Nr+Gphr14om4vnja70dvVyPDfkwz/1TI88o/0f+STqdecqCUMo4G7ey2YSV3iNBoSb2PH5o0cYJ9kSfLv7Df8D2bZjLKn3lfhyTvcR0iGqGPY1jFEPcPUMYTbHhrdVz+6b5g6Bq27bWKIw+qeHD3PP5M7ct4rn2bDNWuBtaGNDxgN9v3APeHtCAb5dd4/AgkvAeAH+nWB7UQC7zF3bF1gO5HxeMKkH+snFUa3eS9nTIcTurwgfd1fSP7XriRJYLzXI0j9Tvr3E0T/MxgXaa/cxmDdd9S9EnsBvQ1+mETGff+vgDsHGJLGBJ7nzts1ZSF7XvSr8YYSK2EE6Ht6t8/mePw5XGC9B+MH1mGdB2NMrhT54vGeVxLW8h77JVoGNzPD9PCHjoKS/0WrTxhaGutoqk8wMJSkd2ikLIFu35DL4Fc7a2FwJAkjRFM+UAU22FTGabrp47i6x0pzocwf+xB+DbpsKxvsTF62M9mIu838eIUZDE34kpsEyj0Xvt77aCrhNSxNDNHMIK0M0Gr6aWGAFgZpNQO0MEAr/bSagcAxA7TQn3ZMCwOsZxaPJvfkseQePG/nYfuCpR6D3kf8Jb3XjMEsL48vMZ2/cAhwCGDZxazn0MSTHJJ4koMTTzPLdIc+ngZGaDAjtGR+/SaR4PxLck/eP/hJuihNC0lrvV/XzAxyxH7PKZxf18QX628K/MNf3QmVMKW+VsmSvD77ekdiVhY2gTAC9DbvtjPH4/7+GWU6T7wkEjzXuDcb+ifOxLVmlIu0NNbTmpF5Ht3fmNofLFFpDRzX2lg/+nhmvblfJpIqjRkezepn3vZm7OsdHKF/9DlJ+rzn9g6O0D84Qq93bCnfFaj3M9WJBHVpZSept5DrR8tV3HH1GVlr/2viv30dLH8Zysi2+W+BBzP9flZuKJks27uKjfUJmuoTNNW7f7aaG7zthvT9TQ3ebX32x5v9xxtS+xrr3dfDf/s69bZ2+lvc/m3a497b3WmPj+6DpM29P7jvuRf2Z/dtZS5BG0efbWTDOEH3y8xko51BH1XUIq8kDAM0MkAjnUxN/6MbUYxVl/BeDxKB14VAOYp7LFCaEng9qUskvPKOse8C+q8Xqay9926g91rhvyuYP8MLdh4vjMzj5pE3Y0iyp1nHoYknWWzW0Gjcux2NDHvvhIzQaNx2A8M0MEI97h2TBjOStr/Be06DKT6J8mDiQP6j4WKam5powgumrXVZTe82mbRegO2+7UlrvaDbuw1uBx6vBDeMHM/LdiZfaLiZ+abwXhZJa0j9+2EyboP7s+3DyxjHh5/HTn93M+m9A1LukVZWOU05phv7X5FivxN5nydXrY+XWV9S5Dgm7UtvfQ0j1qbVaGcG0qWq187FGENjvaGxPkEbpWnnNZK09A+NDe77BkcYHEnS4P/Ry6jfDP4hzFYO4tc0x8lI8A90oA4+FcinAny/rtUv2xkeSVKXMDkC7UAAXVdkTXUlGP6Nq8Ed6k3VK6Z9mBz7xx5jMYxY9zFsYSjpSomGrWE46e4PWxhOGoa82+EkDCZxtzSQbJgC3tvpzcDOwMIJSkn8bRP8Y5Blc6KSFJPxx8QLbdICltE/zoGddszG2Ofmew6b7WQRspb0uu4sryHBkrK6jH/kR8vQMmvAy/55uNpuv6QvWNueGeCPHpP2z4BleORtjCTtmDkgdYHXSJswJBOGYW97JAF1iQSDXhnH6PFAHcMkvHKmhPXKn5JDJOzIxHMdps3jyPlLeKiEr8v+1ywV9I8N7JPWC+oDSQF/3+i2N/cotS9wTDL1T8GI95gNPG/MufzHvSSFtUv468iH+Jv1y0ZN2q01Zsy+aq/BnpC1QBJjk4DFWOvdJsG6QJ7Rx1zSz9gkhqT3XP85ybTHU8enHm9paWHXsn+ChQsjQPcz2205Hp+ecVypzxM7J7xuh6iHEIm6hGFKUz1Tmqq/7ZT7Q1dHDXyqpVXf5BYECYGhPMUbIpPlaqKhrhJaJ8aE/zWrtCyoSKHCKMj5p3e7R47Hd/duc9WWh30eEREREZGKFUaAvsy7PdYYk3Y+rz3iYUAf8KcynUdEREREpGIVHaBba58H7gMWAh/OePhSYArwY793uTGmwRiz2Fs1tODziIiIiIhUo7AqZi8ElgPfNca8EXgaOAg4GleS8vnAsfO9x1fjgvFCzyMiIiIiUnVCaQrpZb8PAG7ABdSfBHYFvgscYq3Nq+dQWOcREREREalUofWcsNauBd6Tx3EdjDMNO9/ziIiIiIhUo8paVklEREREpMopQBcRERERiREF6CIiIiIiMaIAXUREREQkRhSgi4iIiIjEiAJ0EREREZEYUYAuIiIiIhIjCtBFRERERGJEAbqIiIiISIwoQBcRERERiRFjrY16DGVjjNnU0tLSvtdee0U9FBERERGpYk8//TR9fX2brbWzJvvcWgvQVwHTgY4ILr/Yu30mgmvHaQygcWTSOOI1BtA4Mmkc6eIwjjiMATSOTBpHvMYA0Y5jIdBlrV002SfWVIAeJWPMCgBr7f61PAaNQ+OI+xg0Do2jEsYRhzFoHBpH3McQp3FMlmrQRURERERiRAG6iIiIiEiMKEAXEREREYkRBegiIiIiIjGiAF1EREREJEbUxUVEREREJEaUQRcRERERiREF6CIiIiIiMaIAXUREREQkRhSgi4iIiIjEiAJ0EREREZEYUYAuIiIiIhIjCtBFYsgYs9QYY40xR0U8jvO9cZwf5ThEpPIYYxZ6rx83RD2WKOnrkE5/V/KjAL3EjDGLjTFXGmOeMMZ0GmMGjTEvGWPuNsa8zxjTXIYxHGCMud4Y84Ixps8Y02WM+Ycx5gpjzPwQr2O9j9W5Pi9jTId3TH1Y181y/aQxZtdxjlsWOPb8sMcxEWPM5wPX3zOC69cZYz5gjHnQGLPZGDNkjNlojPm7MeY6Y8zJtTge/3uS47HdjDHPe8d8NcRrRv76EOV44vg7G7hOro+SXj8wjtj8bET92u6dPzZfjyjHFJfXy8B4Jvp9KevvjzHmVu86/y+PY3/rHXtqKcdUKC1UVELGmC8CX8L9I/Qn4FGgB9geOArYBVhhrT2gRNc3wOXAp4Bh4LfAP4BG4FDgQKAXOM9a+/MQrhf8YfqstfbyLMd0ADsDDdba4WKvmeX6w0A98DVr7eeyHLM78E9gxDvuPdbaG8IcxwRjNMDzwELAAP9trb0ky3FLcT87R1trHwjx+nXA/wLHA1uBu4F1QDuwK3AIsNJae7h3fBuwA7DeWtsZ1jgKHU8p+T+/1lqTsX9/4B5gNnCRtfaqkK4X6etDHMYTx9/ZwOvYpTkOudNa+9dSXd8bQ9x+Ngp6bTfGNOB+jzutteuLuH6svh6THZMxZiGwCrjRWnt+EdeMzetlYExLs+y+GGgDvoMbZ9CduK9FSf6uGPeu8zLgcWvtknGOWwi8AGwAdgo7HgmFtVYfJfgAPgdYYA1wUI5j3gIsK+EYvuiNYRWwd5bH3w704f5AHh3C9SywGdgEdAKzsxzT4R1XX4LP1+JerB4F1me7BvB177g7vNvzy/xzcZx33etxLwyvAI1ZjlvqHXdUyNd/t3fevwJtWR5vDeNnoRLH443DZux7E9ANDABnhHityF8f4jCeOP7OZvs5KOdH3H42Al+TSF7bY/r1mNSYcAkZC9xQ5HVj83o5wTj9n4WFEV3/n971l4xzzJe9Y74S9dcr5xijHkA1fni/jIPex2snOLaphGMY8sbwunGOu8D7IX0GSBR5Tf+P7cXe9pVZjsn6Ig6cD/wC9x9tH9AF/AF4dwHX/6C3fWrG4w24oPgPwH/m+mMP/BtwHy4w6wJ+h8tMLKXIoBn4uXeOQ4H/9rbfkeW4oq+V4/rf9857cZ7Hn5/r6xTFeEr5QUZgBrwTF5h3hvlHr9DXhzB+R8IaD4GAA9gD+CmwEUhO5mc2jN9Z4AH/NQUXOD3nfd/W4oL7Mf8AT+bnYIJj24GvAU9735NO4H7g2HL+bHj3zwQe8sbQh3u39LOZxxU4roJe2ykyMC3wZ/Mo75pLcxzXAXQU8bUo6velyO9Dwa/fwNHe74r/d+1uYK9ifzbG+RrnDNAp/d+VS7zzX53j8Trv5zkJLCrFGML4UA16abwH94flF9baJ8Y70Fo7UMIx1AN3WGv/Mc5x1wEvAXsCR4Z07e/hyjg+ZIzZI8/nXI17EXsI+DZwG+7t0puMMV+e5PV/AmwD3p+x/2Tc248/yPVEY8wbvDEcgytruAr3x24ZriSoYMaY7b0xPGutXY7LooMLTsplk3eb7/el1OI2HgCMMRcBt+Kyhkdaa5eFePpCXx/C/B0JYzzg3lb/szeuW4D/wf3xn6yCf2cDbgU+CjyM+1r14cr7ri1gPBMyxuwMrAA+g3sn7BrcPyp7Af9njPlAAact6Hth3LwI/9q34l63DPBV4F6v1CQMhby2FyMOf0szRTmmQl8v34JLOnXhfk4fBk4EHjTGzA5veLFxI+4fqLOMMa1ZHj8BmA/8zlq7qqwjm4yo/0Ooxg9cBsUC74/BGD6Qx7G3eMd+ochrWmCdt326d/+XGcd0kD2DvmuW8zV6n8cQMH+S178OV7qzY+Dx/8Nll1rJko3D1RI+5+0/IePc/jsNBWe1cX/ILa6G09+3Avdf/G4Zxy4t5lrjjGE/3AtXErgJeBuw8zjHn5/5dYpyPKX8CHx/v+bdPksJsiuFvj6E8TsS1nhIZQQt8NUiv+YF/856xzzg7V8BtAf2TwH+hatdn1vAz8HSLB/nZ1w3Cbwz4/kzcCUIfcD2ZfheHEKq3GJuYH898Gvvsc8V+TNb0Gs7xWfQC/l6HOV//3I83kFxGfRifl8K+joEzlPo6/cw8MaMx/zXuU8VM6ZxvsaRZdC9a/w01zWAu7zHTi/V9cP4UAa9NHbwbtfFYAxr8zjWP2ZeWBe3btLpH4HTjDETTlix1j6fZd8gLmNTD7xxkkP4Ae5trPfCaLbrzcAt1treHM85FNgNVzf4m4zH/gcXsBXEmxz6ftwL648DD92Ay3RlZg5Lwlr7OK6O8WXv9hdAhzFmkzHmDmPMW8sxjriOx/MZXMB7vC1NdqWg14cS/I4UNR7Py+SeTDlZhfzOBn3aWrvZv2Ot3YZLPiSAQiYPfinLx/ne2PbBveP4C2vtbcEnWWu3esc24+b5TEYh34v3erf/aa3dEBjHMPBJ3GtOaK8vk31tL1Ic/pZmimxMRbxe3matvT9j3/94t0W9Mxxj/ueX9rNvjNkB9+7By7hAPbYUoJeG3wXCVsgYSjXeT3q3/+0FqLkHYMxOxpjvGWOeMcb0+i2ZcC9A4N6Oypu19s+4Gsz3GmMSuF/SBOO/Vb6fd/tIlvMlgeWTGUOGY3DlAL+11r4Y2H8rLiNyfohvQ4/LWns7sBNuwuqXcV0BEsCpwK+MMTdO9P2q5vEA9+Lewr7VGDOjBOcv6Pct7N+RYsfj+ZsN6W38An9ngx7Lss9PPswsYDwmy8dR3sOHeLdtxq1ZkPYBHOs9vtckL1vI98LvVPH7LJ/Ds7hAclHIP8t5v7YXKQ5/SzNFOqYCXy9D/d2oEL/HlWMdZowJ/h765b83WGuHIhlZnhSgl8ZL3u2OEY7Bb2m1Ux7H+uMsuA1WNtbaP+ImRR6Im8CUlTFmF2AlroxkA+6t7v/EZeZu9A5rKmAIP8DV6B6P+6Vc4WUgcmnzbl/O8Xiu/fnw68xvCO601m7CvQ29PXBKEeefFGvtkLX2PmvtF621b8W1EHwHrg743HKOJYbjOQX4FXAQ8PsS1GhO+vWhhL8jBY0nYMPEh0zKZH9nR3mZ60x+67S6UEaXMsu7fTPZM+0Xeo9PneR5C/le+K9buV6/12ccV7R8X9tDEIe/pZkiH1MBr5dbs5yjVL8bsWBdLct13t33w+g72e/F/XN1XY6nxoYC9NLwM7CFvuUc5hjeNN5BXl/Vo7y7fyjBOPxyga8ZYxpzHPMJ3B+891lrj7LWfsxa+x/W2qW4bGahbsLVgV6Lyy7+z/iHj05u2z7H47n2j8sYsx0uuwHwk8yFG0i9DV7OyaJprLUjXmbmW96uY6IaS9Tj8TLCbwdux72r8oAxZm6Ilyjk9aFUvyOFjscXdhZxsr+zUfF7N1+UI9Puf7xnkuct5HvhjyXXz+gOGceFJZ/X9mIV8vVIere5Fkwq9h+VOPx9TxO31+8YuR73M3qu9zPqv5O9zFr7r0hHlgcF6KXh/1C83RjzmvEONMYUmvWayA24yVGnGWP2Hue49+Jqz/8JPBj2ILy62e8Di3AdFrLZzbv9RZbHjizi2ltxWZ4dcZmFn0zwFD9TN6au0nvL/dACh3IebjLfCuCHOT5eAd5kjFlU4DXC0u3dlrOkZDyRjMfLLp2Fy07vjet2EFbGrJDXh5L8jhQxnpIo4Hc2Kn/ybt8Q8nkL+V74r1tHZTlmN9zXclWOdxgKludre7EK+Xps8W4XZDlmN9wk3nKPqVzi9vodKWvty7h3Q2fjkmR+PXpc//FPowC9BKy1HbgZ/43A3caYrBOUjDHHA5mTEcMawwu4FlsNuLq0MS8kxi1v+x1cIH+hV2ddCpfh3mL7PNnf8u3wbo/KGN9xFD+56QvAacBx1truCY79A65m7WhjzAkZj32QwlsB+p/Dhdba92f7wGUMSz5Z1BjzLmPMm71/ODIfmwv4reEeKuU44jqeIGvtCK7M4lrc9/4hb/W5Ys/bweRfHzq826Myjin6dyQOr1cZJvM7Gwlr7WO4VnVvM8a8N9sxxpjXGWPmTPK8HUz+e/Ej7/YL3rt1/jF1wDdwf+d/OJlxTMJEr+1FKfDr8Qzu3dBTgl9/Y0wL8N2IxhSKOL9expg/h+WTuNeVV3GLnsVerreApEjW2q8aY+px9YiPGmOW4yZq+EsBHwHsTvbJG2FZims19gngb8aYe4EncUH7obga2z7gXdbaMROMwmKt3Wxcn97/ynHI93GB0M+MMb8AXgRei6tDvR1XW1fotdfg2o/lc2zSGPN+XGu3X3ljeR54Pa7W9De4/ql5/yNj3LLDewL/sNb+ZZxDf4j7I/ceY8yX8j1/AQ4CLgI2GGMewa0yCy4LdhLQgpvZ/vMSjiHO40nj1TFeYIzpwy3S8rAx5hhr7XNFnneyrw8l+x0pcDwlM5nf2YidhZuI9kNjzMdw/eC34jLWr8d9fw7BLeCUt8l+L6y1y40x/4Xr+f6EMebnuHcfTvDG8AhwRVGfae6xTvTaHsY1Jvv1GDLGfAf4D+BxY8wduFjnzbj68ZfGXqW0YwpRrF8vY+o+3NfJ71Zzldf9Kv5sDHo9VvMHbhb/lcATuP/qB3GTdn4DvI8SrSSaMYYDcW/Vr8IF5D3eeL5BoOdwCNcZ7ZWb5bEm7/p+j+HMPuiH4v7YbcG9TfcI7i2poxinp22+189y7HgriR4E/NYbRzeplUSv8p6z7yS+Jn6P+Y/lcex93rGnUbo+6AuAD+MyCP/M+Jm8B9e6KxE4/vxcX6coxlPKD/9nc5zHv+Idsx7YO6Rr5v36EMbvSFjjIby+zkX/zuL1Qc/xnEn//E70c5Bx7DTc6qUrcK+rfbjXubtx77pNKcfPhnf8O72fiW6gH5eM+TzQHMLPRUGv7WH9nBTwu2JwNfLPe8etwf0T0UqRfdALGVOIvy+hvn57jz0Qxtci47wdRNwHPeN6nw/8fO5ZjmuG8WG8wYvIBIwxf8AF723W9VgWERERCZ1q0EUCjDGt2foFG2POx2Uw71NwLiIiIqWkDLpIgDFmMa4rwm9xy4TX41rtHY6rLz3UWvt0ZAMUERGRqqcAXSTAGDMTN6HqSFxf4SbcYiy/A75isyy3LiIiIhImBegiIiIiIjGiGnQRERERkRhRgC4iIiIiEiMK0EVEREREYkQBuoiIiIhIjChAFxERERGJEQXoIiIiIiIxogBdRERERCRGFKCLiEhBjDFLjTHWGHNU1GMREakmCtBFRAQAL9ie6OOoqMcpIlLt6qMegIiIxM6l4zzWUa5BiIjUKgXoIiKSxlq7NOoxiIjUMpW4iIiIiIjEiAJ0EREREZEYUYmLiIikMcYszfFQv7X28nKORUSkFilAFxGRTF/Ksb8TUIAuIlJiCtBFRCSNtdZEPQYRkVqmGnQRERERkRhRgC4iIiIiEiMK0EVEREREYkQBuoiIiIhIjGiSqIiIpBmnzSLAndbav5ZpKCIiNUkBuoiIZMrVZhGgA/hreYYhIlKbjLU26jGIiIiIiIhHNegiIiIiIjGiAF1EREREJEYUoIuIiIiIxIgCdBERERGRGFGALiIiIiISIwrQRURERERiRAG6iIiIiEiMKEAXEREREYkRBegiIiIiIjGiAF1EREREJEYUoIuIiIiIxIgCdBERERGRGFGALiIiIiISIwrQRURERERiRAG6iIiIiEiMKEAXEREREYkRBegiIiIiIjHy/wEYpDTv1SP4GAAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 272,
"width": 372
},
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 261,
"width": 374
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"SubtractTwoSpectra(phasefile = 'Pentlandite Bruker Quant.txt', backgroundfile = 'OPX1 Bruker Quant.txt', normelement='Si')"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:3: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
" This is separate from the ipykernel package so we can avoid doing imports until\n",
"/Users/Zack/opt/anaconda3/envs/conda37/lib/python3.7/site-packages/ipykernel_launcher.py:5: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support skipfooter; you can avoid this warning by specifying engine='python'.\n",
" \"\"\"\n"
]
},
{
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" <td>6.0</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
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" <td>1201.0</td>\n",
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" <td>52922.0</td>\n",
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],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 1.0 1.000000\n",
"O 8.0 70757.0 266.001880\n",
"Na 11.0 2236.0 47.286362\n",
"Mg 12.0 31026.0 176.141988\n",
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"Si 14.0 52922.0 230.047821\n",
"P 15.0 413.0 20.322401\n",
"S 16.0 8823.0 93.930826\n",
"K 19.0 425.0 20.615528\n",
"Ca 20.0 7272.0 85.276022\n",
"Cr 24.0 716.0 26.758176\n",
"Mn 25.0 799.0 28.266588\n",
"Fe 26.0 14714.0 121.301278\n",
"Co 27.0 526.0 22.934690\n",
"Ni 28.0 4901.0 70.007142\n",
"Cu 29.0 8412.0 91.716956\n",
"Cl 0.0 0.0 0.000000\n",
"Sn 0.0 0.0 0.000000\n",
"Ti 0.0 0.0 0.000000\n",
"V 0.0 0.0 0.000000"
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" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>21996.0</td>\n",
" <td>148.310485</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>316920.0</td>\n",
" <td>562.956481</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>255696.0</td>\n",
" <td>505.663920</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>134357.0</td>\n",
" <td>366.547405</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>800567.0</td>\n",
" <td>894.744097</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>60753.0</td>\n",
" <td>246.481237</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>2607619.0</td>\n",
" <td>1614.812373</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>17.0</td>\n",
" <td>26073.0</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>50.0</td>\n",
" <td>32486.0</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>22.0</td>\n",
" <td>32118.0</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>23.0</td>\n",
" <td>14326.0</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 171880.0 414.584129\n",
"O 8.0 33701582.0 5805.306366\n",
"Na 11.0 482404.0 694.553094\n",
"Mg 12.0 21680406.0 4656.222289\n",
"Al 13.0 562934.0 750.289278\n",
"Si 14.0 25937830.0 5092.919595\n",
"P 0.0 0.0 0.000000\n",
"S 0.0 0.0 0.000000\n",
"K 19.0 21996.0 148.310485\n",
"Ca 20.0 316920.0 562.956481\n",
"Cr 24.0 255696.0 505.663920\n",
"Mn 25.0 134357.0 366.547405\n",
"Fe 26.0 800567.0 894.744097\n",
"Co 27.0 60753.0 246.481237\n",
"Ni 0.0 0.0 0.000000\n",
"Cu 29.0 2607619.0 1614.812373\n",
"Cl 17.0 26073.0 161.471360\n",
"Sn 50.0 32486.0 180.238731\n",
"Ti 22.0 32118.0 179.214955\n",
"V 23.0 14326.0 119.691270"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"52922.0 25937830.0\n",
"Phase-background:\n"
]
},
{
"data": {
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>AN</th>\n",
" <th>Net</th>\n",
" <th>Sigma</th>\n",
" </tr>\n",
" <tr>\n",
" <th>El</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>C</th>\n",
" <td>6.0</td>\n",
" <td>-349.693692</td>\n",
" <td>415.584129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>O</th>\n",
" <td>8.0</td>\n",
" <td>1994.303868</td>\n",
" <td>6071.308245</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Na</th>\n",
" <td>11.0</td>\n",
" <td>1251.731675</td>\n",
" <td>741.839455</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mg</th>\n",
" <td>12.0</td>\n",
" <td>-13209.406213</td>\n",
" <td>4832.364277</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Al</th>\n",
" <td>13.0</td>\n",
" <td>52.423070</td>\n",
" <td>784.944724</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Si</th>\n",
" <td>14.0</td>\n",
" <td>0.000000</td>\n",
" <td>5322.967416</td>\n",
" </tr>\n",
" <tr>\n",
" <th>P</th>\n",
" <td>15.0</td>\n",
" <td>413.000000</td>\n",
" <td>20.322401</td>\n",
" </tr>\n",
" <tr>\n",
" <th>S</th>\n",
" <td>16.0</td>\n",
" <td>8823.000000</td>\n",
" <td>93.930826</td>\n",
" </tr>\n",
" <tr>\n",
" <th>K</th>\n",
" <td>19.0</td>\n",
" <td>380.120675</td>\n",
" <td>168.926013</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ca</th>\n",
" <td>20.0</td>\n",
" <td>6625.375350</td>\n",
" <td>648.232504</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cr</th>\n",
" <td>24.0</td>\n",
" <td>194.293145</td>\n",
" <td>532.422096</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Mn</th>\n",
" <td>25.0</td>\n",
" <td>524.865998</td>\n",
" <td>394.813993</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Fe</th>\n",
" <td>26.0</td>\n",
" <td>13080.570882</td>\n",
" <td>1016.045375</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Co</th>\n",
" <td>27.0</td>\n",
" <td>402.043205</td>\n",
" <td>269.415926</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ni</th>\n",
" <td>28.0</td>\n",
" <td>4901.000000</td>\n",
" <td>70.007142</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cu</th>\n",
" <td>29.0</td>\n",
" <td>3091.569852</td>\n",
" <td>1706.529329</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cl</th>\n",
" <td>0.0</td>\n",
" <td>-53.197793</td>\n",
" <td>161.471360</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sn</th>\n",
" <td>0.0</td>\n",
" <td>-66.282495</td>\n",
" <td>180.238731</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ti</th>\n",
" <td>0.0</td>\n",
" <td>-65.531650</td>\n",
" <td>179.214955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>V</th>\n",
" <td>0.0</td>\n",
" <td>-29.229915</td>\n",
" <td>119.691270</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" AN Net Sigma\n",
"El \n",
"C 6.0 -349.693692 415.584129\n",
"O 8.0 1994.303868 6071.308245\n",
"Na 11.0 1251.731675 741.839455\n",
"Mg 12.0 -13209.406213 4832.364277\n",
"Al 13.0 52.423070 784.944724\n",
"Si 14.0 0.000000 5322.967416\n",
"P 15.0 413.000000 20.322401\n",
"S 16.0 8823.000000 93.930826\n",
"K 19.0 380.120675 168.926013\n",
"Ca 20.0 6625.375350 648.232504\n",
"Cr 24.0 194.293145 532.422096\n",
"Mn 25.0 524.865998 394.813993\n",
"Fe 26.0 13080.570882 1016.045375\n",
"Co 27.0 402.043205 269.415926\n",
"Ni 28.0 4901.000000 70.007142\n",
"Cu 29.0 3091.569852 1706.529329\n",
"Cl 0.0 -53.197793 161.471360\n",
"Sn 0.0 -66.282495 180.238731\n",
"Ti 0.0 -65.531650 179.214955\n",
"V 0.0 -29.229915 119.691270"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 272,
"width": 372
},
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 432x288 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"image/png": {
"height": 261,
"width": 374
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"SubtractTwoSpectra(phasefile = 'Pentlandite Internal Bruker Quant.txt', backgroundfile = 'OPX1 Bruker Quant.txt', normelement='Si')"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[NbConvertApp] Converting notebook BackgroundSubtractSpectra.ipynb to html\n",
"[NbConvertApp] Writing 917380 bytes to BackgroundSubtractSpectra.html\n"
]
}
],
"source": [
"!jupyter-nbconvert --to html \"BackgroundSubtractSpectra.ipynb\""
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.10"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
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